# Group 1584.41 downloaded from the LMFDB on 21 November 2025. 
 
## Various presentations of this group are stored in this file: 
#	 GPC is polycyclic presentation GPerm is permutation group 
#	 GLZ, GLFp, GLZA, GLZq, GLFq if they exist are matrix groups 
 
# Many characteristics of the group are stored as booleans in a record: 
#	 Agroup, Zgroup, abelian, almost_simple,cyclic, metabelian, 
#	 metacyclic, monomial, nilpotent, perfect, quasisimple, rational, 
#	 solvable, supersolvable 
 
# The character table is stored as a record chartbl_n_i where n is the order 
# of the group and i is which group of that order it is. The record is 
# converted to a character table using ConvertToLibraryCharacterTableNC 

 
# Constructions 
GPC := PcGroupCode(478834255524128326211353924683734360000119,1584); a := GPC.1; b := GPC.2; c := GPC.3;
GPerm := Group( (2,3)(4,5)(6,7)(8,9)(10,11)(12,13)(14,15)(25,26)(27,28), (12,14,13,15)(26,28), (16,17,19,18,20,22,21,23,24), (12,13)(14,15), (25,27)(26,28), (16,18,21)(17,20,23)(19,22,24), (1,2,4,6,8,10,11,9,7,5,3) );

 
# Booleans 
booleans_1584_41 := rec( 
Agroup := false,
Zgroup := false,
abelian := false,
almost_simple := false,
cyclic := false,
metabelian := true,
metacyclic := false,
monomial := true,
nilpotent := false,
perfect := false,
quasisimple := false,
rational := false,
solvable := true,
supersolvable := true); 

 
# Character Table 
chartbl_1584_41:=rec(); 
chartbl_1584_41.IsFinite:= true; 
chartbl_1584_41.UnderlyingCharacteristic:= 0; 
chartbl_1584_41.UnderlyingGroup:= GPC;
chartbl_1584_41.Size:= 1584;
chartbl_1584_41.InfoText:= "Character table for group 1584.41 downloaded from the LMFDB."; 
chartbl_1584_41.Identifier:= " D22:C36 "; 
chartbl_1584_41.NrConjugacyClasses:= 450; 
chartbl_1584_41.ConjugacyClasses:= [<identity> of ..., f2*f4*f5*f6*f7^5, f2, f4*f5*f6*f7^5, f1*f7^5, f1*f4*f5*f6*f7^2, f6^2*f7^3, f6*f7^7, f3*f4*f6^2*f7^2, f3*f5^2*f7^8, f1*f3*f5^2*f7, f1*f2*f3*f4*f6^2*f7^6, f2*f4*f5*f7^9, f2*f4*f5*f6^2*f7, f2*f6^2*f7^3, f2*f6*f7^7, f4*f5*f6^2*f7, f4*f5*f7^9, f1*f6*f7, f1*f6^2*f7^8, f1*f4*f5*f7^6, f1*f4*f5*f6^2*f7^9, f5^2*f7, f5*f6^2*f7^9, f5*f6*f7^2, f5^2*f6*f7^8, f5^2*f6^2*f7^4, f5*f7^6, f7^2, f7^4, f7^6, f7^8, f7^10, f3*f5^2*f6^2, f3*f4*f7^10, f3*f5^2*f6*f7^4, f3*f4*f6*f7^6, f1*f2*f3*f4*f7^3, f1*f3*f5^2*f6^2*f7^4, f1*f2*f3*f4*f6*f7^10, f1*f3*f5^2*f6*f7^8, f2*f4*f7^3, f2*f4*f5^2*f6^2*f7^7, f2*f4*f5^2*f7^4, f2*f4*f6^2*f7^6, f2*f4*f6*f7^10, f2*f4*f5^2*f6, f2*f5^2*f7, f2*f5*f6^2*f7^9, f2*f5*f7^6, f2*f5^2*f6^2*f7^4, f2*f5^2*f6*f7^8, f2*f5*f6*f7^2, f4*f5^2*f6, f4*f6*f7^10, f4*f7^3, f4*f5^2*f6^2*f7^7, f4*f5^2*f7^4, f4*f6^2*f7^6, f1*f5, f1*f5^2*f6^2, f1*f5^2*f6, f1*f5*f6, f1*f5*f6^2, f1*f5^2, f1*f4, f1*f4*f5^2*f6^2, f1*f4*f5^2, f1*f4*f6^2, f1*f4*f6, f1*f4*f5^2*f6, f2*f7, f2*f7^3, f2*f7^5, f2*f7^7, f2*f7^9, f2*f4*f5*f6, f2*f4*f5*f6*f7, f2*f4*f5*f6*f7^2, f2*f4*f5*f6*f7^3, f2*f4*f5*f6*f7^4, f4*f5*f6, f4*f5*f6*f7, f4*f5*f6*f7^2, f4*f5*f6*f7^3, f4*f5*f6*f7^4, f6^2, f6*f7^10, f6*f7, f6^2*f7^9, f6^2*f7^2, f6*f7^8, f6*f7^3, f6^2*f7^7, f6*f7^5, f6^2*f7^5, f3*f4*f5^2, f3*f6^2*f7^10, f3*f4*f5*f6*f7, f3*f5*f6*f7^9, f3*f5*f7^2, f3*f4*f5*f6^2*f7^8, f3*f6*f7^3, f3*f4*f5^2*f6*f7^7, f3*f4*f5^2*f6^2*f7^3, f3*f7^7, f3*f4*f5*f7^5, f3*f5*f6^2*f7^5, f1*f3, f1*f3*f4*f5^2*f6^2, f1*f3*f5, f1*f3*f4*f5*f6^2, f1*f3*f4*f5, f1*f3*f5*f6^2, f1*f3*f4*f5^2, f1*f3*f6^2, f1*f3*f6, f1*f3*f4*f5^2*f6, f1*f3*f5*f6, f1*f3*f4*f5*f6, f3*f5^2, f3*f4*f6^2*f7^10, f3*f4*f6^2, f3*f5^2*f7^10, f3*f5^2*f7, f3*f4*f6^2*f7^9, f3*f4*f6^2*f7, f3*f5^2*f7^9, f3*f5^2*f7^2, f3*f4*f6^2*f7^8, f3*f5^2*f7^3, f3*f4*f6^2*f7^7, f3*f4*f6^2*f7^3, f3*f5^2*f7^7, f3*f5^2*f7^4, f3*f4*f6^2*f7^6, f3*f4*f6^2*f7^4, f3*f5^2*f7^6, f3*f5^2*f7^5, f3*f4*f6^2*f7^5, f2*f6, f2*f6^2*f7^10, f2*f6^2*f7, f2*f6*f7^9, f2*f6*f7^2, f2*f6^2*f7^8, f2*f6*f7^4, f2*f6^2*f7^6, f2*f6*f7^6, f2*f6^2*f7^4, f2*f4*f5, f2*f4*f5*f6^2*f7^10, f2*f4*f5*f6^2, f2*f4*f5*f7^10, f2*f4*f5*f7, f2*f4*f5*f6^2*f7^9, f2*f4*f5*f7^2, f2*f4*f5*f6^2*f7^8, f2*f4*f5*f7^3, f2*f4*f5*f6^2*f7^7, f4*f5, f4*f5*f6^2*f7^10, f4*f5*f6^2, f4*f5*f7^10, f4*f5*f7, f4*f5*f6^2*f7^9, f4*f5*f7^2, f4*f5*f6^2*f7^8, f4*f5*f7^3, f4*f5*f6^2*f7^7, f5^2, f5*f6^2*f7^10, f5*f6, f5^2*f6*f7^10, f5^2*f6^2, f5*f7^10, f5*f7, f5^2*f6^2*f7^9, f5^2*f6*f7, f5*f6*f7^9, f5*f6^2*f7, f5^2*f7^9, f5^2*f6^2*f7^2, f5*f7^8, f5*f7^3, f5^2*f6^2*f7^7, f5^2*f6*f7^3, f5*f6*f7^7, f5*f6^2*f7^3, f5^2*f7^7, f5*f7^5, f5^2*f6^2*f7^5, f5^2*f6*f7^5, f5*f6*f7^5, f5*f6^2*f7^5, f5^2*f7^5, f5^2*f6*f7^7, f5*f6*f7^3, f5*f6^2*f7^7, f5^2*f7^3, f3*f4, f3*f5^2*f6^2*f7^10, f3*f4*f6, f3*f5^2*f6*f7^10, f3*f5^2*f6, f3*f4*f6*f7^10, f3*f4*f7, f3*f5^2*f6^2*f7^9, f3*f4*f6*f7, f3*f5^2*f6*f7^9, f3*f5^2*f6*f7, f3*f4*f6*f7^9, f3*f5^2*f6^2*f7, f3*f4*f7^9, f3*f4*f7^2, f3*f5^2*f6^2*f7^8, f3*f4*f6*f7^2, f3*f5^2*f6*f7^8, f3*f5^2*f6*f7^2, f3*f4*f6*f7^8, f3*f5^2*f6^2*f7^2, f3*f4*f7^8, f3*f4*f7^3, f3*f5^2*f6^2*f7^7, f3*f4*f6*f7^3, f3*f5^2*f6*f7^7, f3*f5^2*f6*f7^3, f3*f4*f6*f7^7, f3*f5^2*f6^2*f7^3, f3*f4*f7^7, f3*f4*f7^4, f3*f5^2*f6^2*f7^6, f3*f4*f6*f7^4, f3*f5^2*f6*f7^6, f3*f5^2*f6^2*f7^4, f3*f4*f7^6, f3*f4*f7^5, f3*f5^2*f6^2*f7^5, f3*f4*f6*f7^5, f3*f5^2*f6*f7^5, f2*f5, f2*f5^2*f6^2*f7^9, f2*f5^2*f6, f2*f5*f6*f7^5, f2*f5*f6^2, f2*f5^2*f7^3, f2*f5*f6*f7, f2*f5^2*f6*f7^7, f2*f5^2*f6^2*f7, f2*f5*f7^3, f2*f5*f7^2, f2*f5^2*f6^2, f2*f5^2*f6*f7^2, f2*f5*f6*f7^7, f2*f5*f6^2*f7^2, f2*f5^2*f7^5, f2*f5^2*f6^2*f7^3, f2*f5*f7^5, f2*f5*f7^4, f2*f5^2*f6^2*f7^2, f2*f5^2*f6*f7, f2*f5*f6*f7^6, f2*f5*f6^2*f7^3, f2*f5^2*f7^6, f2*f5^2*f6*f7^6, f2*f5*f6, f2*f5*f6^2*f7, f2*f5^2*f7^4, f2*f5*f6^2*f7^8, f2*f5^2, f2*f4, f2*f4*f5^2*f6^2*f7^4, f2*f4*f5^2, f2*f4*f6^2*f7^2, f2*f4*f6, f2*f4*f5^2*f6*f7, f2*f4*f6^2, f2*f4*f5^2*f7^9, f2*f4*f5^2*f6^2, f2*f4*f7^7, f2*f4*f7, f2*f4*f5^2*f6^2*f7^5, f2*f4*f5^2*f7, f2*f4*f6^2*f7^3, f2*f4*f6*f7, f2*f4*f5^2*f6*f7^2, f2*f4*f5^2*f6^2*f7, f2*f4*f7^8, f2*f4*f7^2, f2*f4*f5^2*f6^2*f7^6, f2*f4*f5^2*f7^2, f2*f4*f6^2*f7^4, f2*f4*f6*f7^2, f2*f4*f5^2*f6*f7^3, f2*f4*f5^2*f7^3, f2*f4*f6^2*f7^5, f2*f4*f6*f7^3, f2*f4*f5^2*f6*f7^4, f2*f4*f6*f7^4, f2*f4*f5^2*f6*f7^5, f4, f4*f5^2*f6^2*f7^10, f4*f5^2, f4*f6^2*f7^10, f4*f6, f4*f5^2*f6*f7^10, f4*f6^2, f4*f5^2*f7^10, f4*f5^2*f6^2, f4*f7^10, f4*f7, f4*f5^2*f6^2*f7^9, f4*f5^2*f7, f4*f6^2*f7^9, f4*f6*f7, f4*f5^2*f6*f7^9, f4*f5^2*f6^2*f7, f4*f7^9, f4*f7^2, f4*f5^2*f6^2*f7^8, f4*f5^2*f7^2, f4*f6^2*f7^8, f4*f6*f7^2, f4*f5^2*f6*f7^8, f4*f5^2*f7^3, f4*f6^2*f7^7, f4*f6*f7^3, f4*f5^2*f6*f7^7, f4*f6*f7^4, f4*f5^2*f6*f7^6, f3, f3*f4*f5^2*f6^2*f7^10, f3*f5, f3*f4*f5*f6^2*f7^10, f3*f4*f5, f2*f3*f5*f6^2, f3*f6, f3*f4*f5^2*f6*f7^10, f3*f5*f6, f3*f4*f5*f6*f7^10, f3*f4*f5*f6, f3*f5*f6*f7^10, f3*f4*f5^2*f6, f3*f6*f7^10, f3*f6^2, f3*f4*f5^2*f7^10, f3*f5*f6^2, f2*f3*f4*f5, f3*f4*f5*f6^2, f3*f5*f7^10, f3*f4*f5^2*f6^2, f3*f7^10, f3*f7, f3*f4*f5^2*f6^2*f7^9, f3*f5*f7, f3*f4*f5*f6^2*f7^9, f3*f4*f5*f7, f3*f5*f6^2*f7^9, f3*f4*f5^2*f7, f2*f3*f6^2, f3*f6*f7, f3*f4*f5^2*f6*f7^9, f3*f5*f6*f7, f3*f4*f5*f6*f7^9, f3*f4*f5^2*f6*f7, f3*f6*f7^9, f3*f6^2*f7, f3*f4*f5^2*f7^9, f3*f5*f6^2*f7, f3*f4*f5*f7^9, f3*f4*f5*f6^2*f7, f3*f5*f7^9, f3*f4*f5^2*f6^2*f7, f3*f7^9, f3*f7^2, f3*f4*f5^2*f6^2*f7^8, f3*f4*f5*f7^2, f3*f5*f6^2*f7^8, f3*f4*f5^2*f7^2, f3*f6^2*f7^8, f3*f6*f7^2, f3*f4*f5^2*f6*f7^8, f3*f5*f6*f7^2, f3*f4*f5*f6*f7^8, f2*f3*f4*f5*f6, f3*f5*f6*f7^8, f3*f4*f5^2*f6*f7^2, f3*f6*f7^8, f3*f6^2*f7^2, f3*f4*f5^2*f7^8, f3*f5*f6^2*f7^2, f3*f4*f5*f7^8, f3*f4*f5*f6^2*f7^2, f3*f5*f7^8, f3*f4*f5^2*f6^2*f7^2, f3*f7^8, f2*f3, f3*f4*f5^2*f6^2*f7^7, f3*f5*f7^3, f3*f4*f5*f6^2*f7^7, f3*f4*f5*f7^3, f3*f5*f6^2*f7^7, f3*f4*f5^2*f7^3, f3*f6^2*f7^7, f3*f5*f6*f7^3, f3*f4*f5*f6*f7^7, f3*f4*f5*f6*f7^3, f2*f3*f5*f6, f2*f3*f4*f5^2*f6, f3*f6*f7^7, f3*f6^2*f7^3, f3*f4*f5^2*f7^7, f3*f5*f6^2*f7^3, f3*f4*f5*f7^7, f3*f4*f5*f6^2*f7^3, f3*f5*f7^7, f3*f7^4, f2*f3*f4*f5^2*f6^2, f2*f3*f5, f3*f4*f5*f6^2*f7^6, f3*f4*f5*f7^4, f3*f5*f6^2*f7^6, f3*f4*f5^2*f7^4, f3*f6^2*f7^6, f3*f6*f7^4, f3*f4*f5^2*f6*f7^6, f3*f5*f6*f7^4, f3*f4*f5*f6*f7^6, f3*f4*f5*f6*f7^4, f3*f5*f6*f7^6, f3*f4*f5^2*f6*f7^4, f2*f3*f6, f3*f6^2*f7^4, f3*f4*f5^2*f7^6, f3*f5*f6^2*f7^4, f3*f4*f5*f7^6, f3*f4*f5*f6^2*f7^4, f3*f5*f7^6, f3*f4*f5^2*f6^2*f7^4, f3*f7^6, f3*f7^5, f3*f4*f5^2*f6^2*f7^5, f3*f5*f7^5, f2*f3*f4*f5*f6^2, f3*f4*f5^2*f7^5, f3*f6^2*f7^5, f3*f6*f7^5, f3*f4*f5^2*f6*f7^5, f3*f5*f6*f7^5, f3*f4*f5*f6*f7^5];
chartbl_1584_41.IdentificationOfConjugacyClasses:= [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450];
chartbl_1584_41.ComputedPowerMaps:= [ , [1, 1, 1, 1, 1, 1, 8, 7, 4, 4, 2, 2, 8, 7, 8, 7, 7, 8, 7, 8, 8, 7, 25, 26, 27, 28, 24, 23, 30, 32, 33, 31, 29, 17, 18, 18, 17, 13, 14, 14, 13, 28, 27, 26, 25, 24, 23, 25, 26, 23, 24, 28, 27, 23, 24, 28, 27, 26, 25, 23, 24, 28, 27, 26, 25, 28, 27, 26, 25, 24, 23, 29, 31, 33, 32, 30, 33, 32, 31, 30, 29, 33, 32, 31, 30, 29, 89, 90, 91, 92, 95, 96, 87, 88, 94, 93, 54, 55, 56, 57, 58, 59, 59, 58, 57, 56, 55, 54, 42, 43, 44, 45, 46, 47, 47, 46, 45, 44, 43, 42, 82, 82, 83, 83, 84, 84, 85, 85, 86, 86, 86, 86, 85, 85, 84, 84, 83, 83, 82, 82, 87, 88, 93, 94, 91, 92, 90, 89, 96, 95, 93, 94, 96, 95, 89, 90, 88, 87, 92, 91, 93, 94, 96, 95, 89, 90, 88, 87, 92, 91, 173, 174, 175, 176, 181, 182, 171, 172, 185, 186, 187, 188, 195, 196, 190, 189, 191, 192, 197, 198, 200, 199, 177, 178, 193, 194, 184, 183, 179, 180, 161, 162, 163, 164, 165, 166, 167, 168, 163, 164, 169, 170, 162, 161, 169, 170, 166, 165, 167, 168, 168, 167, 165, 166, 170, 169, 161, 162, 170, 169, 164, 163, 168, 167, 166, 165, 164, 163, 162, 161, 171, 172, 177, 178, 179, 180, 183, 184, 189, 190, 182, 181, 191, 192, 193, 194, 199, 200, 196, 195, 185, 186, 197, 198, 176, 175, 187, 188, 174, 173, 177, 178, 193, 194, 199, 200, 198, 197, 186, 185, 176, 175, 187, 188, 195, 196, 192, 191, 184, 183, 179, 180, 189, 190, 174, 173, 181, 182, 172, 171, 177, 178, 193, 194, 199, 200, 198, 197, 186, 185, 176, 175, 187, 188, 195, 196, 192, 191, 184, 183, 179, 180, 189, 190, 174, 173, 181, 182, 172, 171, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 306, 305, 307, 308, 317, 318, 319, 320, 321, 322, 323, 324, 316, 315, 304, 303, 317, 318, 325, 326, 327, 328, 324, 323, 314, 313, 309, 310, 319, 320, 329, 330, 328, 327, 322, 321, 302, 301, 311, 312, 325, 326, 329, 330, 330, 329, 326, 325, 312, 311, 301, 302, 321, 322, 327, 328, 330, 329, 320, 319, 310, 309, 313, 314, 323, 324, 328, 327, 326, 325, 318, 317, 303, 304, 315, 316, 324, 323, 322, 321, 320, 319, 318, 317, 308, 307, 305, 306, 316, 315, 314, 313, 312, 311, 310, 309, 308, 307, 306, 305, 304, 303, 302, 301], [1, 2, 3, 4, 5, 6, 1, 1, 10, 9, 12, 11, 2, 2, 3, 3, 4, 4, 5, 5, 6, 6, 7, 8, 8, 7, 7, 8, 31, 33, 30, 29, 32, 9, 10, 9, 10, 11, 12, 11, 12, 13, 14, 14, 13, 13, 14, 15, 16, 16, 15, 15, 16, 17, 18, 18, 17, 17, 18, 19, 20, 20, 19, 19, 20, 21, 22, 22, 21, 21, 22, 73, 76, 75, 72, 74, 78, 81, 80, 77, 79, 83, 86, 85, 82, 84, 29, 29, 30, 30, 32, 32, 33, 33, 31, 31, 34, 35, 36, 37, 37, 36, 35, 34, 34, 35, 36, 37, 38, 39, 40, 41, 41, 40, 39, 38, 38, 39, 40, 41, 123, 124, 129, 130, 133, 134, 139, 140, 136, 135, 126, 125, 121, 122, 127, 128, 131, 132, 137, 138, 72, 72, 74, 74, 75, 75, 76, 76, 73, 73, 77, 77, 79, 79, 80, 80, 81, 81, 78, 78, 82, 82, 84, 84, 85, 85, 86, 86, 83, 83, 87, 88, 89, 90, 91, 92, 93, 94, 91, 92, 95, 96, 90, 89, 95, 96, 94, 93, 93, 94, 88, 87, 96, 95, 92, 91, 87, 88, 89, 90, 121, 122, 125, 126, 127, 128, 131, 132, 135, 136, 137, 138, 140, 139, 138, 137, 134, 133, 132, 131, 130, 129, 128, 127, 124, 123, 122, 121, 123, 124, 125, 126, 129, 130, 133, 134, 135, 136, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 143, 144, 149, 150, 142, 141, 149, 150, 148, 147, 145, 146, 150, 149, 141, 142, 146, 145, 144, 143, 147, 148, 151, 152, 153, 154, 155, 156, 157, 158, 153, 154, 159, 160, 152, 151, 159, 160, 158, 157, 155, 156, 160, 159, 151, 152, 156, 155, 154, 153, 157, 158, 161, 162, 163, 164, 165, 166, 167, 168, 163, 164, 169, 170, 162, 161, 169, 170, 168, 167, 165, 166, 170, 169, 161, 162, 166, 165, 164, 163, 167, 168, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 240, 239, 238, 237, 236, 235, 234, 233, 232, 231, 230, 229, 228, 227, 226, 225, 224, 223, 222, 221, 220, 219, 218, 217, 216, 215, 214, 213, 212, 211, 210, 209, 208, 207, 206, 205, 204, 203, 202, 201, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240], [1, 2, 3, 4, 5, 6, 8, 7, 9, 10, 11, 12, 14, 13, 16, 15, 18, 17, 20, 19, 22, 21, 28, 27, 23, 24, 25, 26, 33, 29, 32, 30, 31, 36, 37, 34, 35, 40, 41, 38, 39, 44, 45, 46, 47, 43, 42, 50, 51, 52, 53, 49, 48, 56, 57, 58, 59, 55, 54, 62, 63, 64, 65, 61, 60, 68, 69, 70, 71, 67, 66, 74, 75, 73, 76, 72, 79, 80, 78, 81, 77, 84, 85, 83, 86, 82, 93, 94, 87, 88, 89, 90, 96, 95, 91, 92, 99, 100, 104, 103, 98, 97, 108, 107, 102, 101, 105, 106, 111, 112, 116, 115, 110, 109, 120, 119, 114, 113, 117, 118, 125, 126, 133, 134, 138, 137, 130, 129, 121, 122, 139, 140, 132, 131, 124, 123, 127, 128, 135, 136, 143, 144, 149, 150, 148, 147, 142, 141, 146, 145, 153, 154, 159, 160, 158, 157, 152, 151, 156, 155, 163, 164, 169, 170, 168, 167, 162, 161, 166, 165, 177, 178, 171, 172, 173, 174, 193, 194, 199, 200, 175, 176, 198, 197, 179, 180, 181, 182, 186, 185, 187, 188, 195, 196, 183, 184, 189, 190, 192, 191, 203, 204, 215, 216, 221, 222, 239, 240, 230, 229, 224, 223, 210, 209, 206, 205, 207, 208, 213, 214, 227, 228, 233, 234, 236, 235, 232, 231, 218, 217, 212, 211, 201, 202, 219, 220, 225, 226, 237, 238, 243, 244, 255, 256, 257, 258, 264, 263, 262, 261, 265, 266, 267, 268, 260, 259, 254, 253, 248, 247, 245, 246, 249, 250, 269, 270, 252, 251, 242, 241, 273, 274, 285, 286, 287, 288, 294, 293, 292, 291, 295, 296, 297, 298, 290, 289, 284, 283, 278, 277, 275, 276, 279, 280, 299, 300, 282, 281, 272, 271, 303, 304, 315, 316, 317, 318, 324, 323, 322, 321, 325, 326, 327, 328, 320, 319, 314, 313, 308, 307, 305, 306, 309, 310, 329, 330, 312, 311, 302, 301, 333, 334, 345, 346, 351, 352, 369, 370, 381, 382, 387, 388, 401, 402, 405, 406, 417, 418, 423, 424, 437, 438, 443, 444, 446, 445, 442, 441, 428, 427, 422, 421, 410, 409, 392, 391, 386, 385, 374, 373, 368, 367, 356, 355, 350, 349, 332, 331, 341, 342, 347, 348, 361, 362, 365, 366, 377, 378, 383, 384, 397, 398, 403, 404, 415, 416, 419, 420, 433, 434, 439, 440, 450, 449, 432, 431, 426, 425, 414, 413, 408, 407, 396, 395, 390, 389, 372, 371, 360, 359, 354, 353, 340, 339, 336, 335, 337, 338, 343, 344, 357, 358, 363, 364, 375, 376, 379, 380, 393, 394, 399, 400, 411, 412, 429, 430, 435, 436, 447, 448]];
chartbl_1584_41.SizesCentralizers:= [1584, 1584, 1584, 1584, 72, 72, 1584, 1584, 792, 792, 72, 72, 1584, 1584, 1584, 1584, 1584, 1584, 72, 72, 72, 72, 1584, 1584, 1584, 1584, 1584, 1584, 792, 792, 792, 792, 792, 792, 792, 792, 792, 72, 72, 72, 72, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 1584, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 72, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792, 792];
chartbl_1584_41.ClassNames:= ["1A", "2A", "2B", "2C", "2D", "2E", "3A1", "3A-1", "4A1", "4A-1", "4B1", "4B-1", "6A1", "6A-1", "6B1", "6B-1", "6C1", "6C-1", "6D1", "6D-1", "6E1", "6E-1", "9A1", "9A-1", "9A2", "9A-2", "9A4", "9A-4", "11A1", "11A2", "11A3", "11A4", "11A5", "12A1", "12A-1", "12A5", "12A-5", "12B1", "12B-1", "12B5", "12B-5", "18A1", "18A-1", "18A5", "18A-5", "18A7", "18A-7", "18B1", "18B-1", "18B5", "18B-5", "18B7", "18B-7", "18C1", "18C-1", "18C5", "18C-5", "18C7", "18C-7", "18D1", "18D-1", "18D5", "18D-5", "18D7", "18D-7", "18E1", "18E-1", "18E5", "18E-5", "18E7", "18E-7", "22A1", "22A3", "22A5", "22A7", "22A9", "22B1", "22B3", "22B5", "22B7", "22B9", "22C1", "22C3", "22C5", "22C7", "22C9", "33A1", "33A-1", "33A2", "33A-2", "33A4", "33A-4", "33A5", "33A-5", "33A8", "33A-8", "36A1", "36A-1", "36A5", "36A-5", "36A7", "36A-7", "36A11", "36A-11", "36A13", "36A-13", "36A17", "36A-17", "36B1", "36B-1", "36B5", "36B-5", "36B7", "36B-7", "36B11", "36B-11", "36B13", "36B-13", "36B17", "36B-17", "44A1", "44A-1", "44A3", "44A-3", "44A5", "44A-5", "44A7", "44A-7", "44A9", "44A-9", "44A13", "44A-13", "44A15", "44A-15", "44A17", "44A-17", "44A19", "44A-19", "44A21", "44A-21", "66A1", "66A-1", "66A5", "66A-5", "66A7", "66A-7", "66A13", "66A-13", "66A19", "66A-19", "66B1", "66B-1", "66B5", "66B-5", "66B7", "66B-7", "66B13", "66B-13", "66B19", "66B-19", "66C1", "66C-1", "66C5", "66C-5", "66C7", "66C-7", "66C13", "66C-13", "66C19", "66C-19", "99A1", "99A-1", "99A2", "99A-2", "99A4", "99A-4", "99A5", "99A-5", "99A7", "99A-7", "99A8", "99A-8", "99A13", "99A-13", "99A14", "99A-14", "99A16", "99A-16", "99A17", "99A-17", "99A23", "99A-23", "99A25", "99A-25", "99A26", "99A-26", "99A34", "99A-34", "99A35", "99A-35", "132A1", "132A-1", "132A5", "132A-5", "132A7", "132A-7", "132A13", "132A-13", "132A17", "132A-17", "132A19", "132A-19", "132A23", "132A-23", "132A25", "132A-25", "132A29", "132A-29", "132A31", "132A-31", "132A35", "132A-35", "132A37", "132A-37", "132A41", "132A-41", "132A43", "132A-43", "132A47", "132A-47", "132A49", "132A-49", "132A53", "132A-53", "132A59", "132A-59", "132A61", "132A-61", "132A65", "132A-65", "198A1", "198A-1", "198A5", "198A-5", "198A7", "198A-7", "198A13", "198A-13", "198A17", "198A-17", "198A19", "198A-19", "198A23", "198A-23", "198A25", "198A-25", "198A35", "198A-35", "198A37", "198A-37", "198A41", "198A-41", "198A43", "198A-43", "198A59", "198A-59", "198A61", "198A-61", "198A79", "198A-79", "198B1", "198B-1", "198B5", "198B-5", "198B7", "198B-7", "198B13", "198B-13", "198B17", "198B-17", "198B19", "198B-19", "198B23", "198B-23", "198B25", "198B-25", "198B35", "198B-35", "198B37", "198B-37", "198B41", "198B-41", "198B43", "198B-43", "198B59", "198B-59", "198B61", "198B-61", "198B79", "198B-79", "198C1", "198C-1", "198C5", "198C-5", "198C7", "198C-7", "198C13", "198C-13", "198C17", "198C-17", "198C19", "198C-19", "198C23", "198C-23", "198C25", "198C-25", "198C35", "198C-35", "198C37", "198C-37", "198C41", "198C-41", "198C43", "198C-43", "198C59", "198C-59", "198C61", "198C-61", "198C79", "198C-79", "396A1", "396A-1", "396A5", "396A-5", "396A7", "396A-7", "396A13", "396A-13", "396A17", "396A-17", "396A19", "396A-19", "396A23", "396A-23", "396A25", "396A-25", "396A29", "396A-29", "396A31", "396A-31", "396A35", "396A-35", "396A37", "396A-37", "396A41", "396A-41", "396A43", "396A-43", "396A47", "396A-47", "396A49", "396A-49", "396A53", "396A-53", "396A59", "396A-59", "396A61", "396A-61", "396A65", "396A-65", "396A67", "396A-67", "396A71", "396A-71", "396A73", "396A-73", "396A79", "396A-79", "396A83", "396A-83", "396A85", "396A-85", "396A89", "396A-89", "396A91", "396A-91", "396A95", "396A-95", "396A97", "396A-97", "396A101", "396A-101", "396A103", "396A-103", "396A107", "396A-107", "396A109", "396A-109", "396A113", "396A-113", "396A115", "396A-115", "396A119", "396A-119", "396A125", "396A-125", "396A127", "396A-127", "396A131", "396A-131", "396A133", "396A-133", "396A137", "396A-137", "396A139", "396A-139", "396A145", "396A-145", "396A149", "396A-149", "396A151", "396A-151", "396A155", "396A-155", "396A157", "396A-157", "396A161", "396A-161", "396A163", "396A-163", "396A167", "396A-167", "396A169", "396A-169", "396A173", "396A-173", "396A175", "396A-175", "396A179", "396A-179", "396A181", "396A-181", "396A185", "396A-185", "396A191", "396A-191", "396A193", "396A-193", "396A197", "396A-197"];
chartbl_1584_41.OrderClassRepresentatives:= [1, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 9, 9, 9, 9, 9, 9, 11, 11, 11, 11, 11, 12, 12, 12, 12, 12, 12, 12, 12, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 18, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 22, 33, 33, 33, 33, 33, 33, 33, 33, 33, 33, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 36, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 44, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 66, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 99, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 132, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 198, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396, 396];
chartbl_1584_41.Irr:= [[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], [1, 1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1], [1, 1, 1, 1, -1, -1, 1, 1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], [1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1], [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)], [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1], [1, -1, 1, -1, -1, 1, 1, 1, -1*E(4), E(4), -1*E(4), E(4), -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, -1, -1, -1, 1, -1, -1, 1, -1, -1, -1, 1, -1, 1, 1, 1, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, 1, -1, -1, 1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, -1, -1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, 1, -1, 1, 1, -1, -1, -1, 1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, -1, 1, -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4)], [1, -1, 1, -1, -1, 1, 1, 1, E(4), -1*E(4), E(4), -1*E(4), -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, -1, -1, -1, 1, -1, -1, 1, -1, -1, -1, 1, -1, 1, 1, 1, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, 1, -1, -1, 1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, -1, -1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, 1, -1, 1, 1, -1, -1, -1, 1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, -1, 1, E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4)], [1, -1, 1, -1, 1, -1, 1, 1, -1*E(4), E(4), E(4), -1*E(4), -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, 1, 1, -1, 1, -1, -1, -1, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, 1, -1, -1, 1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, -1, -1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, 1, -1, 1, 1, -1, -1, -1, 1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, -1, 1, -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4)], [1, -1, 1, -1, 1, -1, 1, 1, E(4), -1*E(4), -1*E(4), E(4), -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, 1, 1, -1, 1, -1, -1, -1, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, 1, -1, -1, 1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1, 1, 1, -1, 1, -1, -1, -1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, -1, 1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, -1, 1, 1, 1, 1, -1, -1, -1, 1, -1, 1, 1, -1, -1, -1, 1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, -1, -1, 1, E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), E(4), E(4), E(4), -1*E(4), E(4), -1*E(4), E(4), -1*E(4), -1*E(4), -1*E(4), E(4), E(4), E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), -1*E(4), E(4)], [1, 1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)], [1, 1, 1, 1, -1, -1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1], [1, 1, 1, 1, -1, -1, 1, 1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)], [1, 1, 1, 1, -1, -1, 1, 1, 1, 1, -1, -1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1], [1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)], [1, 1, 1, 1, 1, 1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3)^-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3), E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3), E(3), E(3), E(3), E(3)^-1, E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3), E(3), E(3), E(3), E(3), E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3), -1*E(3), -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1, -1*E(3)^-1], [1, -1, 1, -1, -1, 1, 1, 1, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, 1, 1, 1, 1, 1, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), E(12)^5, E(12), -1*E(12), -1*E(12), E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^5, E(12)^5, E(12), E(12), -1*E(12), E(12), E(12), -1*E(12)^5, E(12), E(12)^5, E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12), E(12), E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), -1*E(12)^5, E(12)^5, E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12), E(12), -1*E(12)^5, E(12), E(12), E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12), E(12), -1*E(12), E(12)^5, E(12), E(12), E(12)^5, -1*E(12)^5, E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12), E(12)], [1, -1, 1, -1, -1, 1, 1, 1, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, 1, 1, 1, 1, 1, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(12)^5, E(12), E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, -1*E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, E(12), E(12), -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12), E(12), E(12), E(12), E(12)^5, -1*E(12), -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12), E(12)^5, E(12), E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12), E(12)^5, E(12), E(12)^5, E(12), -1*E(12)^5, E(12), -1*E(12), -1*E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12), E(12), -1*E(12)^5, E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), E(12)^5, E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12), E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), -1*E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), E(12), E(12)^5, E(12)^5, E(12)^5, -1*E(12)^5], [1, -1, 1, -1, -1, 1, 1, 1, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, 1, 1, 1, 1, 1, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, -1*E(12), E(12), E(12), E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12), E(12), E(12), E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12), E(12), E(12)^5, E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12), E(12), E(12), -1*E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, -1*E(12), E(12), E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12), E(12), -1*E(12), -1*E(12), -1*E(12), E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, E(12), -1*E(12), E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12)^5], [1, -1, 1, -1, -1, 1, 1, 1, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, 1, 1, 1, 1, 1, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(12), E(12)^5, E(12), E(12)^5, E(12), -1*E(12), -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), E(12), -1*E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12)^5, E(12), E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12)^5, E(12), E(12)^5, E(12), E(12)^5, -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12), E(12), -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12), E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, E(12), E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, -1*E(12), E(12), -1*E(12)^5, E(12), E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, E(12)^5, E(12), E(12), E(12), -1*E(12)], [1, -1, 1, -1, 1, -1, 1, 1, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, 1, 1, 1, 1, 1, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), E(12)^5, -1*E(12), E(12), E(12), -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), E(12)^5, E(12)^5, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^5, E(12)^5, E(12), E(12), -1*E(12), E(12), E(12), -1*E(12)^5, E(12), E(12)^5, E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12), E(12), E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), -1*E(12)^5, E(12)^5, E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12), E(12), -1*E(12)^5, E(12), E(12), E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12), E(12), -1*E(12), E(12)^5, E(12), E(12), E(12)^5, -1*E(12)^5, E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12), E(12)], [1, -1, 1, -1, 1, -1, 1, 1, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, 1, 1, 1, 1, 1, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(12)^5, E(12), E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12), E(12), E(12), E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12), E(12), E(12), E(12), E(12)^5, -1*E(12), -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12), E(12)^5, E(12), E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12), E(12)^5, E(12), E(12)^5, E(12), -1*E(12)^5, E(12), -1*E(12), -1*E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12), E(12), -1*E(12)^5, E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), E(12)^5, E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12), E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), -1*E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), E(12), E(12)^5, E(12)^5, E(12)^5, -1*E(12)^5], [1, -1, 1, -1, 1, -1, 1, 1, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, 1, 1, 1, 1, 1, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12)^5, E(12)^5, -1*E(12), E(12), E(12), E(12)^5, E(12), -1*E(12)^5, E(12)^5, E(12)^5, -1*E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, E(12), E(12), E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12), E(12), E(12)^5, E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12), E(12), E(12), -1*E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), E(12)^5, -1*E(12), E(12), E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, -1*E(12)^5, E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), E(12)^5, E(12), E(12), -1*E(12), -1*E(12), -1*E(12), E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, E(12), -1*E(12), E(12)^5, -1*E(12)^5, E(12), -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12)^5], [1, -1, 1, -1, 1, -1, 1, 1, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, -1*E(12)^2, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, 1, 1, 1, 1, 1, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^4, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(12), E(12)^5, E(12), E(12)^5, E(12), -1*E(12), -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12)^5, E(12), -1*E(12), -1*E(12), E(12), -1*E(12)^5, E(12)^5, E(12)^5, E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1, 1, -1, -1, -1, -1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, 1, -1, -1, 1, 1, 1, 1, -1, -1, -1, -1, E(12)^4, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^4, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, -1*E(12)^2, E(12)^4, E(12)^4, -1*E(12)^2, E(12)^4, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, -1*E(12)^3, E(12)^3, E(12)^3, E(12)^3, -1*E(12)^3, E(12)^3, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^2, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, E(12)^4, -1*E(12)^4, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, E(12)^4, E(12)^2, E(12)^4, E(12)^4, E(12)^4, E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^2, -1*E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, E(12)^2, E(12)^2, E(12)^2, E(12)^2, -1*E(12)^2, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, -1*E(12)^4, E(12)^4, -1*E(12)^5, -1*E(12)^5, -1*E(12), -1*E(12), E(12), -1*E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, E(12), E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, E(12), -1*E(12)^5, E(12), E(12)^5, E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), -1*E(12), -1*E(12), -1*E(12)^5, E(12), E(12)^5, E(12), E(12)^5, E(12), E(12)^5, -1*E(12), E(12)^5, -1*E(12)^5, -1*E(12), E(12), -1*E(12)^5, E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12), E(12)^5, E(12)^5, -1*E(12), E(12), -1*E(12), E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, -1*E(12), E(12), E(12), E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, E(12), E(12), E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12)^5, E(12)^5, E(12)^5, E(12)^5, -1*E(12), -1*E(12)^5, -1*E(12), -1*E(12), E(12), -1*E(12)^5, -1*E(12), -1*E(12), -1*E(12)^5, E(12)^5, -1*E(12), E(12), -1*E(12)^5, E(12), E(12)^5, E(12), -1*E(12)^5, -1*E(12)^5, -1*E(12), E(12), E(12)^5, E(12)^5, E(12), E(12), E(12), -1*E(12)], [1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-4, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-2, E(9)^-4, E(9)^2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^4, E(9)^2, E(9), E(9), E(9)^4, E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^4, E(9)^2, E(9)^-2, E(9)^-4, E(9), E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^2, E(9), E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9), E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9), E(9), E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9)^-1, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^4, E(9)^4, E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^2, E(9)^2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9), E(9), E(9)^-2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^-4, E(9)^-1, E(9)^4, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^-4, E(9)^-1, E(9)^4, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-4, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^2, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^2, E(9), E(9), E(9)^2, E(9), E(9), E(9)^2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9)^4, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9), E(9), E(9)^2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^-1, E(9)^4, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^4], [1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9), 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^2, E(9)^4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^4, E(9), E(9)^2, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-4, E(9)^-2, E(9)^2, E(9)^4, E(9)^-1, E(9)^2, E(9)^-4, E(9), E(9), E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9), E(9)^4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^2, E(9), E(9)^2, E(9), E(9)^-4, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^4, E(9), E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9), E(9)^2, E(9)^4, E(9), E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9), E(9), E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^4, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^-4, E(9)^-2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^4, E(9), E(9)^-4, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^4, E(9), E(9)^-4, E(9)^4, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9), E(9)^-1, E(9), E(9)^4, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^4, E(9), E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9), E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9), E(9)^-4, E(9)^-4, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^2, E(9)^-4], [1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^2, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9), E(9)^2, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9), E(9)^-2, E(9)^-1, E(9)^4, E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-2, E(9)^-1, E(9), E(9)^2, E(9)^4, E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^4, E(9)^2, E(9), E(9), E(9)^-2, E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9), E(9)^-4, E(9), E(9)^-4, E(9)^-2, E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^-1, E(9)^4, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^-4, E(9), E(9)^2, E(9)^-4, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-2, E(9)^-2, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^2, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^-1, E(9), E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9)^4, E(9)^4, E(9)^-1, E(9)^4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^-2, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^4, E(9), E(9), E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9), E(9)^-1, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^4, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^2, E(9)^-4, E(9), E(9), E(9), E(9)^-2], [1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^4, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-1, E(9)^-2, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-1, E(9)^2, E(9), E(9)^-4, E(9)^-4, E(9)^2, E(9)^-2, E(9), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^2, E(9), E(9)^-1, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^4, E(9)^2, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9), E(9)^-4, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^4, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^4, E(9)^2, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^4, E(9), E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^2, E(9)^2, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9), E(9), E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^2, E(9), E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-2, E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9), E(9)^-1, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9), E(9), E(9)^-4, E(9)^-4, E(9), E(9)^-4, E(9)^-4, E(9), E(9)^-2, E(9)^4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9), E(9)^2, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^4, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^-4, E(9)^-4, E(9), E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9)^4, E(9)^2, E(9)^2, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^2], [1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-1, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^4, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^4, E(9), E(9)^-4, E(9)^-2, E(9)^-2, E(9), E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9), E(9)^-4, E(9)^4, E(9)^-1, E(9)^-2, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^2, E(9), E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-4, E(9)^-2, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9), E(9)^-2, E(9)^4, E(9)^2, E(9)^4, E(9)^-1, E(9)^2, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-2, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^2, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9), E(9), E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9), E(9)^-4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^2, E(9), E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9)^-1, E(9)^2, E(9), E(9)^-1, E(9)^-1, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^-1, E(9)^2, E(9), E(9), E(9)^-2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^2, E(9), E(9)^-1, E(9)^-1, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9), E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-4, E(9), E(9), E(9)^-1, E(9)^-1, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^2, E(9), E(9), E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9)^4, E(9)], [1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9), E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-4, E(9), E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^2, E(9)^2, E(9)^-1, E(9), E(9)^4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-1, E(9)^4, E(9)^-4, E(9), E(9)^2, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-2, E(9), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-2, E(9)^-1, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9), E(9)^-4, E(9), E(9), E(9)^-2, E(9), E(9)^-2, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-4, E(9), E(9)^-2, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9), E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-4, E(9)^4, E(9), E(9), E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^4, E(9)^4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9)^-1, E(9)^4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^4, E(9)^2, E(9), E(9)^-2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9), E(9)^-2, E(9)^-1, E(9), E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9), E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9)^2, E(9)^2, E(9)^4, E(9)^2, E(9)^2, E(9)^4, E(9), E(9)^-2, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^2, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^-2, E(9)^-1, E(9)^-1, E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-1], [1, 1, 1, 1, -1, -1, E(9)^-3, E(9)^3, -1, -1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^-4, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-2, E(9)^-4, E(9)^2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^-1, E(9)^-4, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^2, E(9), -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9), E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9), E(9), E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9)^-1, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^4, E(9)^4, E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^2, E(9)^2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9), -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4], [1, 1, 1, 1, -1, -1, E(9)^3, E(9)^-3, -1, -1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9), 1, 1, 1, 1, 1, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^2, E(9)^4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9), E(9)^4, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^2, E(9), E(9)^2, E(9), E(9)^-4, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^4, E(9), E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9), E(9)^2, E(9)^4, E(9), E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9), E(9), E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^4, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4], [1, 1, 1, 1, -1, -1, E(9)^-3, E(9)^3, -1, -1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^2, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9), E(9)^2, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, E(9), E(9), E(9)^-2, E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-4, E(9)^2, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9), E(9)^-4, E(9), E(9)^-4, E(9)^-2, E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^-1, E(9)^4, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^-4, E(9), E(9)^2, E(9)^-4, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-2, E(9)^-2, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9), -1*E(9)^-2], [1, 1, 1, 1, -1, -1, E(9)^3, E(9)^-3, -1, -1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^4, 1, 1, 1, 1, 1, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-1, E(9)^-2, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-2, -1*E(9), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^4, E(9)^-2, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^4, E(9)^2, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9), E(9)^-4, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^4, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^4, E(9)^2, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^4, E(9), E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^2, E(9)^2, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9), E(9), E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2], [1, 1, 1, 1, -1, -1, E(9)^-3, E(9)^3, -1, -1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^-1, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^4, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9)^2, E(9)^-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^2, E(9), E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-4, E(9)^-2, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9), E(9)^-2, E(9)^4, E(9)^2, E(9)^4, E(9)^-1, E(9)^2, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-2, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^2, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9), E(9), E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^4, -1*E(9)], [1, 1, 1, 1, -1, -1, E(9)^3, E(9)^-3, -1, -1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9), E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-4, E(9), E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-1, -1*E(9), -1*E(9)^4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-2, E(9), -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-2, E(9)^-1, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9), E(9)^-4, E(9), E(9), E(9)^-2, E(9), E(9)^-2, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-4, E(9), E(9)^-2, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9), E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-4, E(9)^4, E(9), E(9), E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^4, E(9)^4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1], [1, 1, 1, 1, -1, -1, E(9)^-3, E(9)^3, 1, 1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^-4, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^-2, E(9)^-4, E(9)^2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^4, E(9)^2, E(9)^-2, E(9)^-4, E(9), E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9), E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^2, E(9), E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9), E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9), E(9), E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9)^-1, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^4, E(9)^4, E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^2, E(9)^2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9), E(9), E(9)^-2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^-4, E(9)^-1, E(9)^4, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^-4, E(9)^-1, E(9)^4, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-4, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^2, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^2, E(9), E(9), E(9)^2, E(9), E(9), E(9)^2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9)^4, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9), E(9), E(9)^2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^-1, E(9)^4, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^4], [1, 1, 1, 1, -1, -1, E(9)^3, E(9)^-3, 1, 1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9), 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^2, E(9)^4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-4, E(9)^-2, E(9)^2, E(9)^4, E(9)^-1, E(9)^2, E(9)^-4, E(9), E(9), E(9)^-2, E(9)^-1, E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9)^4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^2, E(9), E(9)^2, E(9), E(9)^-4, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^4, E(9), E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9), E(9)^2, E(9)^4, E(9), E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9), E(9), E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^4, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^-4, E(9)^-2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^4, E(9), E(9)^-4, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^4, E(9), E(9)^-4, E(9)^4, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9), E(9)^-1, E(9), E(9)^4, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^4, E(9), E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9), E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9), E(9)^-4, E(9)^-4, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^2, E(9)^-4], [1, 1, 1, 1, -1, -1, E(9)^-3, E(9)^3, 1, 1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^2, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9), E(9)^2, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-2, E(9)^-1, E(9), E(9)^2, E(9)^4, E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^4, E(9)^2, -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9), E(9)^-4, E(9), E(9)^-4, E(9)^-2, E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^-1, E(9)^4, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^-4, E(9), E(9)^2, E(9)^-4, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-2, E(9)^-2, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^2, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^-1, E(9), E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9)^4, E(9)^4, E(9)^-1, E(9)^4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^-2, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^4, E(9), E(9), E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9), E(9)^-1, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^4, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^2, E(9)^-4, E(9), E(9), E(9), E(9)^-2], [1, 1, 1, 1, -1, -1, E(9)^3, E(9)^-3, 1, 1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^4, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-1, E(9)^-2, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-2, -1*E(9), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^2, E(9), E(9)^-1, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^-4, E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^4, E(9)^2, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9), E(9)^-4, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^4, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^4, E(9)^2, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^4, E(9), E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^2, E(9)^2, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9), E(9), E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^2, E(9), E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-2, E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9), E(9)^-1, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9), E(9), E(9)^-4, E(9)^-4, E(9), E(9)^-4, E(9)^-4, E(9), E(9)^-2, E(9)^4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9), E(9)^2, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^4, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^-4, E(9)^-4, E(9), E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9)^4, E(9)^2, E(9)^2, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^2], [1, 1, 1, 1, -1, -1, E(9)^-3, E(9)^3, 1, 1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^-1, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^4, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9), E(9)^-4, E(9)^4, E(9)^-1, E(9)^-2, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^2, E(9), E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-4, E(9)^-2, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9), E(9)^-2, E(9)^4, E(9)^2, E(9)^4, E(9)^-1, E(9)^2, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-2, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^2, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9), E(9), E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9), E(9)^-4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^2, E(9), E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9)^-1, E(9)^2, E(9), E(9)^-1, E(9)^-1, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^-1, E(9)^2, E(9), E(9), E(9)^-2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^2, E(9), E(9)^-1, E(9)^-1, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9), E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-4, E(9), E(9), E(9)^-1, E(9)^-1, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^2, E(9), E(9), E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9)^4, E(9)], [1, 1, 1, 1, -1, -1, E(9)^3, E(9)^-3, 1, 1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9), E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-4, E(9), E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-1, -1*E(9), -1*E(9)^4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-1, E(9)^4, E(9)^-4, E(9), E(9)^2, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9)^2, E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-2, E(9)^-1, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9), E(9)^-4, E(9), E(9), E(9)^-2, E(9), E(9)^-2, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-4, E(9), E(9)^-2, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9), E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-4, E(9)^4, E(9), E(9), E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^4, E(9)^4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9)^-1, E(9)^4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^4, E(9)^2, E(9), E(9)^-2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9), E(9)^-2, E(9)^-1, E(9), E(9), E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9), E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9)^2, E(9)^2, E(9)^4, E(9)^2, E(9)^2, E(9)^4, E(9), E(9)^-2, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^2, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^-2, E(9)^-1, E(9)^-1, E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-1], [1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-4, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^-2, E(9)^-4, E(9)^2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^4, E(9)^2, E(9), E(9), E(9)^4, E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^4, E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^2, E(9), -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9), E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9), E(9), E(9)^4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9)^-1, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^4, E(9)^4, E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-2, E(9), E(9)^2, E(9)^2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9), -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4], [1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^4, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9), 1, 1, 1, 1, 1, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^2, E(9)^4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^2, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9)^2, E(9), E(9)^4, E(9), E(9)^2, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-4, E(9)^2, E(9)^-1, E(9), E(9)^4, E(9)^2, E(9), E(9)^2, E(9), E(9)^-4, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-2, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-1, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^4, E(9), E(9)^4, E(9), E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9), E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^2, E(9), E(9)^2, E(9)^4, E(9), E(9)^2, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-1, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-4, E(9), E(9)^-1, E(9)^2, E(9)^-1, E(9), E(9), E(9), E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-2, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^2, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9), E(9)^4, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4], [1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^2, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9), E(9)^2, E(9)^-1, E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^2, E(9)^-4, E(9), E(9)^-2, E(9)^-1, E(9)^4, E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-2, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9), E(9)^-4, E(9), E(9)^-4, E(9)^-2, E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^-1, E(9)^4, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9)^2, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9), E(9)^-4, E(9), E(9)^2, E(9)^-4, E(9), E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^2, E(9)^4, E(9)^-4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^4, E(9)^4, E(9)^-2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^-2, E(9), E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-1, E(9)^2, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-2, E(9)^-2, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9), E(9)^4, E(9)^-1, E(9)^-1, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9), -1*E(9)^-2], [1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^4, 1, 1, 1, 1, 1, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-1, E(9)^-2, E(9), E(9)^-4, E(9)^-4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^4, E(9)^-4, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-2, E(9)^4, E(9)^-1, E(9)^2, E(9), E(9)^-4, E(9)^-4, E(9)^2, E(9)^-2, E(9), 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^4, E(9)^2, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9), E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^2, E(9)^-1, E(9), E(9)^-4, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, E(9)^-4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^4, E(9), E(9)^-2, E(9), E(9)^4, E(9)^4, E(9), E(9)^2, E(9)^2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-4, E(9)^4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^-4, E(9)^-4, E(9)^2, E(9)^4, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^4, E(9)^2, E(9)^-1, E(9), E(9), E(9)^-1, E(9)^4, E(9), E(9)^-2, E(9)^-2, E(9)^2, E(9), E(9)^-4, E(9)^2, E(9)^2, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-1, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-1, E(9)^-4, E(9), E(9), E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^-1, E(9)^-4, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9), -1*E(9)^4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2], [1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-1, E(9)^4, E(9)^-2, E(9), E(9)^-4, E(9)^2, 1, 1, 1, 1, 1, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, E(9)^4, E(9)^-1, E(9)^-4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9), E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-1, E(9)^2, E(9)^4, E(9), E(9)^-4, E(9)^-2, E(9)^-2, E(9), E(9)^-1, E(9)^-4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, -1*E(9), -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9), -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9), E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^4, E(9)^2, E(9)^4, E(9)^2, E(9), E(9)^-1, E(9)^-2, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-4, E(9)^-2, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9), E(9)^-2, E(9)^4, E(9)^2, E(9)^4, E(9)^-1, E(9)^2, E(9)^4, E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-2, E(9)^-4, E(9)^-1, E(9), E(9)^-2, E(9)^-2, E(9)^-2, E(9), E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^2, E(9)^2, E(9), E(9)^4, E(9)^-4, E(9)^-4, E(9)^4, E(9)^2, E(9)^-4, E(9)^-1, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9), E(9), E(9)^4, E(9)^-4, E(9)^-1, E(9)^-1, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9), E(9)^4, E(9)^-2, E(9)^-4, E(9)^-4, E(9)^-4, E(9), E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-1, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-2, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^2, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9), -1*E(9)^-4, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9), -1*E(9)^-1, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^4, -1*E(9)], [1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9), E(9)^-4, E(9)^2, E(9)^-1, E(9)^4, E(9)^-2, 1, 1, 1, 1, 1, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, E(9)^-4, E(9), E(9)^4, E(9)^2, E(9)^2, E(9)^-4, E(9), E(9)^-1, E(9)^-2, E(9)^4, E(9)^-2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^4, E(9)^-4, E(9)^-1, E(9), E(9)^-4, E(9)^-2, E(9), E(9)^-2, E(9)^-4, E(9)^-1, E(9)^4, E(9)^2, E(9)^2, E(9)^-1, E(9), E(9)^4, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^-3, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-4, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^-3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^3, E(9)^-1, E(9)^-4, E(9)^2, E(9)^-2, E(9), E(9)^-4, E(9)^-2, E(9)^-4, E(9)^-2, E(9)^-1, E(9), E(9)^2, E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9), E(9)^4, E(9), E(9)^4, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^4, E(9), E(9)^-1, E(9)^-4, E(9)^4, E(9)^2, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, -1*E(9)^-3, -1*E(9)^3, -1*E(9)^-3, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^2, E(9), E(9)^-4, E(9), E(9), E(9)^-2, E(9), E(9)^-2, E(9)^4, E(9), E(9)^4, E(9)^-2, E(9)^-2, E(9)^4, E(9)^-1, E(9)^-1, E(9)^2, E(9)^-4, E(9)^-2, E(9)^-4, E(9), E(9)^-2, E(9)^-4, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9), E(9)^2, E(9)^-2, E(9)^2, E(9)^4, E(9), E(9)^-1, E(9)^2, E(9)^2, E(9)^2, E(9)^-1, E(9)^-2, E(9)^2, E(9)^-4, E(9)^2, E(9)^-2, E(9)^-2, E(9)^-2, E(9)^-1, E(9)^-4, E(9)^4, E(9)^4, E(9)^-4, E(9)^-2, E(9)^4, E(9), E(9), E(9)^-1, E(9)^4, E(9)^2, E(9)^-1, E(9)^-1, E(9)^-4, E(9)^4, E(9), E(9), E(9)^-4, E(9)^-1, E(9), E(9)^4, E(9)^-1, E(9)^-4, E(9)^2, E(9)^4, E(9)^4, E(9)^4, E(9)^-1, E(9)^2, E(9)^-2, E(9)^4, E(9)^-2, E(9), E(9)^-2, E(9)^-1, E(9)^-4, E(9)^-1, E(9)^-4, E(9)^2, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^2, -1*E(9)^-4, -1*E(9), -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-2, -1*E(9), -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9), -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-2, -1*E(9)^2, -1*E(9)^-2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^2, -1*E(9)^4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^2, -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^-1, -1*E(9)^4, -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9), -1*E(9)^-1, -1*E(9)^-2, -1*E(9), -1*E(9)^4, -1*E(9)^-2, -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^2, -1*E(9)^-1, -1*E(9), -1*E(9)^-4, -1*E(9)^-1, -1*E(9), -1*E(9)^4, -1*E(9)^2, -1*E(9)^2, -1*E(9)^4, -1*E(9)^-4, -1*E(9)^4, -1*E(9)^2, -1*E(9), -1*E(9)^-2, -1*E(9)^-1, -1*E(9)^-1, -1*E(9), -1*E(9)^-2, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-4, -1*E(9)^-1], [1, -1, 1, -1, -1, 1, -1*E(36)^6, E(36)^12, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^2, -1*E(36)^10, E(36)^4, E(36)^16, E(36)^8, -1*E(36)^14, 1, 1, 1, 1, 1, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^10, E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^4, E(36)^10, -1*E(36)^2, E(36)^16, E(36)^14, E(36)^8, E(36)^14, E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^2, -1*E(36)^10, E(36)^14, E(36)^2, -1*E(36)^14, E(36)^10, -1*E(36)^16, -1*E(36)^8, E(36)^4, -1*E(36)^4, E(36)^16, -1*E(36)^2, E(36)^8, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^7, E(36)^17, E(36), -1*E(36)^11, E(36)^13, -1*E(36), E(36)^7, E(36)^5, -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^11, -1*E(36), E(36), -1*E(36)^7, -1*E(36)^13, E(36)^17, -1*E(36)^5, E(36)^11, E(36)^7, -1*E(36)^17, E(36)^13, E(36)^5, -1*E(36)^11, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^2, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, -1*E(36)^10, E(36)^8, E(36)^4, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^2, E(36)^14, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^4, -1*E(36)^10, E(36)^14, E(36)^10, E(36)^2, E(36)^14, E(36)^10, -1*E(36)^2, E(36)^8, -1*E(36)^16, -1*E(36)^10, -1*E(36)^4, E(36)^2, -1*E(36)^4, E(36)^14, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^4, -1*E(36)^16, E(36)^14, E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^14, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^8, -1*E(36)^8, E(36)^10, E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^2, E(36)^16, -1*E(36)^8, E(36)^4, E(36)^16, E(36)^16, -1*E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, -1*E(36)^10, -1*E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^16, E(36)^10, -1*E(36)^4, E(36)^8, E(36)^8, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^16, E(36)^10, E(36)^4, -1*E(36)^5, -1*E(36)^17, -1*E(36), -1*E(36)^13, E(36)^13, -1*E(36)^13, -1*E(36), -1*E(36)^11, E(36)^7, -1*E(36)^17, -1*E(36)^5, E(36)^11, E(36)^5, -1*E(36)^11, E(36)^17, E(36)^13, E(36)^11, -1*E(36)^5, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^17, E(36)^5, E(36), E(36)^13, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^11, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^7, E(36)^5, E(36)^13, E(36)^5, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^17, E(36), E(36)^17, E(36), E(36)^5, -1*E(36)^7, E(36)^17, -1*E(36)^13, E(36)^17, -1*E(36)^17, -1*E(36)^13, E(36)^13, -1*E(36)^17, E(36)^13, E(36)^13, E(36)^17, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^11, -1*E(36)^11, E(36)^7, -1*E(36)^5, E(36)^11, E(36)^13, E(36)^17, E(36)^5, -1*E(36), -1*E(36)^7, E(36)^7, -1*E(36)^11, -1*E(36)^13, -1*E(36), -1*E(36)^17, -1*E(36)^13, E(36), E(36), E(36)^5, -1*E(36)^17, -1*E(36), -1*E(36)^7, E(36)^17, -1*E(36)^7, -1*E(36)^7, -1*E(36)^11, -1*E(36)^11, E(36)^7, -1*E(36)^5, E(36)^11, E(36)^17, E(36)^5, E(36)^5, -1*E(36), -1*E(36)^17, -1*E(36), -1*E(36)^13, -1*E(36)^7, E(36)^11, -1*E(36), E(36)^7, E(36)^11, E(36)^17, -1*E(36)^13, E(36)^13, -1*E(36)^17, E(36), E(36)^17, E(36)^13, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^11, E(36)^5, E(36), E(36), E(36), E(36)^7], [1, -1, 1, -1, -1, 1, E(36)^12, -1*E(36)^6, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, -1*E(36)^6, E(36)^6, -1*E(36)^12, E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, E(36)^4, 1, 1, 1, 1, 1, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^8, -1*E(36)^16, E(36)^10, E(36)^14, E(36)^14, -1*E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^2, E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^16, E(36)^8, -1*E(36)^4, -1*E(36)^16, E(36)^4, -1*E(36)^8, E(36)^2, E(36)^10, -1*E(36)^14, E(36)^14, -1*E(36)^2, E(36)^16, -1*E(36)^10, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^11, -1*E(36), -1*E(36)^17, E(36)^7, -1*E(36)^5, E(36)^17, -1*E(36)^11, -1*E(36)^13, E(36)^13, E(36), E(36)^5, -1*E(36)^7, E(36)^17, -1*E(36)^17, E(36)^11, E(36)^5, -1*E(36), E(36)^13, -1*E(36)^7, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^13, E(36)^7, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^4, E(36)^16, E(36)^8, E(36)^4, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^16, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^10, -1*E(36)^14, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^16, -1*E(36)^4, E(36)^10, E(36)^16, E(36)^10, E(36)^4, E(36)^4, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^8, -1*E(36)^16, -1*E(36)^4, -1*E(36)^8, E(36)^16, -1*E(36)^10, E(36)^2, E(36)^8, E(36)^14, -1*E(36)^16, E(36)^14, -1*E(36)^4, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^14, E(36)^2, -1*E(36)^4, -1*E(36)^14, -1*E(36)^8, E(36)^14, E(36)^4, -1*E(36)^4, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^10, E(36)^10, -1*E(36)^8, -1*E(36)^4, E(36)^10, -1*E(36)^16, E(36)^16, -1*E(36)^2, E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, E(36)^8, E(36)^2, E(36)^16, -1*E(36)^10, E(36)^2, -1*E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^10, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^14, E(36)^13, E(36), E(36)^17, E(36)^5, -1*E(36)^5, E(36)^5, E(36)^17, E(36)^7, -1*E(36)^11, E(36), E(36)^13, -1*E(36)^7, -1*E(36)^13, E(36)^7, -1*E(36), -1*E(36)^5, -1*E(36)^7, E(36)^13, E(36)^11, E(36)^5, E(36)^17, E(36), -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^7, E(36)^7, -1*E(36)^17, E(36)^13, E(36)^11, -1*E(36)^13, -1*E(36)^5, -1*E(36)^13, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^11, E(36)^5, E(36)^17, E(36), -1*E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36)^13, E(36)^11, -1*E(36), E(36)^5, -1*E(36), E(36), E(36)^5, -1*E(36)^5, E(36), -1*E(36)^5, -1*E(36)^5, -1*E(36), -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^7, E(36)^7, -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36)^5, -1*E(36), -1*E(36)^13, E(36)^17, E(36)^11, -1*E(36)^11, E(36)^7, E(36)^5, E(36)^17, E(36), E(36)^5, -1*E(36)^17, -1*E(36)^17, -1*E(36)^13, E(36), E(36)^17, E(36)^11, -1*E(36), E(36)^11, E(36)^11, E(36)^7, E(36)^7, -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36), -1*E(36)^13, -1*E(36)^13, E(36)^17, E(36), E(36)^17, E(36)^5, E(36)^11, -1*E(36)^7, E(36)^17, -1*E(36)^11, -1*E(36)^7, -1*E(36), E(36)^5, -1*E(36)^5, E(36), -1*E(36)^17, -1*E(36), -1*E(36)^5, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^11, E(36)^7, -1*E(36)^13, -1*E(36)^17, -1*E(36)^17, -1*E(36)^17, -1*E(36)^11], [1, -1, 1, -1, -1, 1, -1*E(36)^6, E(36)^12, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^8, E(36)^4, E(36)^16, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, 1, 1, 1, 1, 1, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^4, -1*E(36)^8, E(36)^14, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^8, -1*E(36)^10, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^16, E(36)^10, -1*E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^4, E(36)^2, -1*E(36)^8, -1*E(36)^2, -1*E(36)^4, E(36)^10, E(36)^14, E(36)^16, -1*E(36)^16, -1*E(36)^10, E(36)^8, -1*E(36)^14, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36), E(36)^5, E(36)^13, E(36)^17, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^11, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^17, -1*E(36)^13, E(36)^13, E(36), E(36)^7, E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36), -1*E(36)^5, -1*E(36)^7, -1*E(36)^11, E(36)^17, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^10, E(36)^4, E(36)^16, -1*E(36)^2, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^4, -1*E(36)^2, -1*E(36)^10, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^8, -1*E(36)^14, E(36)^8, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^14, E(36)^16, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^16, -1*E(36)^8, E(36)^4, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^8, E(36)^2, E(36)^14, E(36)^8, E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^14, -1*E(36)^10, -1*E(36)^10, E(36)^16, E(36)^4, E(36)^2, -1*E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^4, E(36)^8, -1*E(36)^14, E(36)^10, E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^2, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, -1*E(36)^16, E(36)^10, E(36)^2, E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^2, E(36)^2, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^14, E(36)^14, -1*E(36)^4, E(36)^2, E(36)^14, -1*E(36)^8, E(36)^8, -1*E(36)^10, E(36)^14, E(36)^16, -1*E(36)^10, -1*E(36)^10, E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, E(36)^4, E(36)^10, E(36)^8, -1*E(36)^14, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^10, -1*E(36)^4, E(36)^16, E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36)^7, -1*E(36)^7, E(36)^7, -1*E(36)^13, E(36)^17, -1*E(36), -1*E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36)^11, E(36)^17, E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^11, E(36), E(36)^7, -1*E(36)^13, -1*E(36)^5, -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36)^17, E(36)^11, -1*E(36), E(36)^17, E(36)^17, E(36)^13, E(36)^11, E(36), -1*E(36)^11, -1*E(36)^7, -1*E(36)^11, -1*E(36)^17, E(36)^11, -1*E(36), E(36), E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^13, E(36)^5, E(36)^13, -1*E(36)^11, E(36), E(36)^5, E(36)^7, E(36)^5, -1*E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^5, -1*E(36)^7, -1*E(36)^7, E(36)^5, -1*E(36)^17, E(36)^11, -1*E(36), E(36)^17, E(36)^17, -1*E(36), E(36)^11, -1*E(36)^17, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36)^13, E(36), -1*E(36), E(36)^17, E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^7, E(36)^13, E(36)^13, -1*E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36), E(36)^5, E(36), E(36), E(36)^17, E(36)^17, -1*E(36), E(36)^11, -1*E(36)^17, E(36)^5, -1*E(36)^11, -1*E(36)^11, -1*E(36)^13, -1*E(36)^5, -1*E(36)^13, E(36)^7, E(36), -1*E(36)^17, -1*E(36)^13, -1*E(36), -1*E(36)^17, E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^5, E(36)^13, E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^11, -1*E(36), E(36), E(36)^17, -1*E(36)^11, E(36)^13, E(36)^13, E(36)^13, -1*E(36)], [1, -1, 1, -1, -1, 1, E(36)^12, -1*E(36)^6, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, E(36)^8, E(36)^4, E(36)^16, 1, 1, 1, 1, 1, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^14, E(36)^10, -1*E(36)^4, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^2, -1*E(36)^8, E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^14, -1*E(36)^16, E(36)^10, E(36)^16, E(36)^14, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^2, E(36)^8, -1*E(36)^10, E(36)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^17, -1*E(36)^13, -1*E(36)^5, -1*E(36), E(36)^11, E(36)^5, E(36)^17, E(36)^7, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36), E(36)^5, -1*E(36)^5, -1*E(36)^17, -1*E(36)^11, -1*E(36)^13, -1*E(36)^7, E(36), E(36)^17, E(36)^13, E(36)^11, E(36)^7, -1*E(36), -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^8, -1*E(36)^14, -1*E(36)^2, E(36)^16, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^14, E(36)^16, E(36)^8, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^10, E(36)^4, -1*E(36)^10, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^4, -1*E(36)^2, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^2, E(36)^10, -1*E(36)^14, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^10, -1*E(36)^16, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, E(36)^16, E(36)^16, -1*E(36)^4, E(36)^8, E(36)^8, -1*E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^14, E(36)^10, -1*E(36)^16, E(36)^14, -1*E(36)^10, E(36)^4, -1*E(36)^8, -1*E(36)^14, E(36)^2, E(36)^10, E(36)^2, -1*E(36)^16, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, E(36)^2, -1*E(36)^8, -1*E(36)^16, -1*E(36)^2, E(36)^14, E(36)^2, E(36)^16, -1*E(36)^16, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^4, -1*E(36)^4, E(36)^14, -1*E(36)^16, -1*E(36)^4, E(36)^10, -1*E(36)^10, E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^8, E(36)^8, -1*E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, -1*E(36)^14, -1*E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^4, E(36)^4, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^8, E(36)^14, -1*E(36)^2, -1*E(36)^7, E(36)^13, E(36)^5, -1*E(36)^11, E(36)^11, -1*E(36)^11, E(36)^5, -1*E(36), E(36)^17, E(36)^13, -1*E(36)^7, E(36), E(36)^7, -1*E(36), -1*E(36)^13, E(36)^11, E(36), -1*E(36)^7, -1*E(36)^17, -1*E(36)^11, E(36)^5, E(36)^13, E(36)^7, -1*E(36)^5, E(36)^11, E(36), -1*E(36)^7, E(36)^17, -1*E(36), -1*E(36), -1*E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^7, E(36)^11, E(36)^7, E(36), -1*E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36)^11, E(36)^5, E(36)^13, -1*E(36)^5, -1*E(36)^13, -1*E(36)^5, E(36)^7, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, -1*E(36)^13, E(36)^13, -1*E(36)^11, E(36)^11, E(36)^13, E(36)^11, E(36)^11, -1*E(36)^13, E(36), -1*E(36)^7, E(36)^17, -1*E(36), -1*E(36), E(36)^17, -1*E(36)^7, E(36), E(36)^11, -1*E(36)^13, E(36)^7, E(36)^5, -1*E(36)^17, E(36)^17, -1*E(36), -1*E(36)^11, E(36)^5, E(36)^13, -1*E(36)^11, -1*E(36)^5, -1*E(36)^5, E(36)^7, E(36)^13, E(36)^5, -1*E(36)^17, -1*E(36)^13, -1*E(36)^17, -1*E(36)^17, -1*E(36), -1*E(36), E(36)^17, -1*E(36)^7, E(36), -1*E(36)^13, E(36)^7, E(36)^7, E(36)^5, E(36)^13, E(36)^5, -1*E(36)^11, -1*E(36)^17, E(36), E(36)^5, E(36)^17, E(36), -1*E(36)^13, -1*E(36)^11, E(36)^11, E(36)^13, -1*E(36)^5, -1*E(36)^13, E(36)^11, E(36), -1*E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36), E(36)^7, -1*E(36)^5, -1*E(36)^5, -1*E(36)^5, E(36)^17], [1, -1, 1, -1, -1, 1, -1*E(36)^6, E(36)^12, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^2, E(36)^8, 1, 1, 1, 1, 1, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^16, E(36)^14, E(36)^2, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^10, -1*E(36)^4, E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, E(36)^14, E(36)^16, -1*E(36)^8, E(36)^14, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^10, E(36)^4, -1*E(36)^14, -1*E(36)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^13, -1*E(36)^11, -1*E(36)^7, E(36)^5, E(36), E(36)^7, -1*E(36)^13, E(36)^17, -1*E(36)^17, E(36)^11, -1*E(36), -1*E(36)^5, E(36)^7, -1*E(36)^7, E(36)^13, -1*E(36), -1*E(36)^11, -1*E(36)^17, -1*E(36)^5, -1*E(36)^13, E(36)^11, E(36), E(36)^17, E(36)^5, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^4, E(36)^16, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^16, E(36)^8, E(36)^16, E(36)^8, E(36)^4, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^14, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, E(36)^16, -1*E(36)^2, -1*E(36)^10, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^10, E(36)^14, E(36)^16, E(36)^14, E(36)^14, -1*E(36)^8, -1*E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^8, E(36)^8, E(36)^2, E(36)^4, E(36)^4, -1*E(36)^10, E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^14, -1*E(36)^8, -1*E(36)^16, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, E(36)^16, E(36)^10, E(36)^14, E(36)^10, -1*E(36)^8, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, E(36)^10, -1*E(36)^4, -1*E(36)^8, -1*E(36)^10, -1*E(36)^16, E(36)^10, E(36)^8, -1*E(36)^8, E(36)^8, -1*E(36)^4, -1*E(36)^16, E(36)^2, E(36)^2, -1*E(36)^16, -1*E(36)^8, E(36)^2, E(36)^14, -1*E(36)^14, E(36)^4, E(36)^2, -1*E(36)^10, E(36)^4, E(36)^4, E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^16, -1*E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^10, -1*E(36)^17, E(36)^11, E(36)^7, -1*E(36), E(36), -1*E(36), E(36)^7, E(36)^5, -1*E(36)^13, E(36)^11, -1*E(36)^17, -1*E(36)^5, E(36)^17, E(36)^5, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^17, E(36)^13, -1*E(36), E(36)^7, E(36)^11, E(36)^17, -1*E(36)^7, E(36), -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^5, E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^13, E(36)^17, E(36), E(36)^17, -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^13, -1*E(36), E(36)^7, E(36)^11, -1*E(36)^7, -1*E(36)^11, -1*E(36)^7, E(36)^17, E(36)^13, -1*E(36)^11, -1*E(36), -1*E(36)^11, E(36)^11, -1*E(36), E(36), E(36)^11, E(36), E(36), -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^5, E(36)^5, -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, E(36), -1*E(36)^11, E(36)^17, E(36)^7, E(36)^13, -1*E(36)^13, E(36)^5, -1*E(36), E(36)^7, E(36)^11, -1*E(36), -1*E(36)^7, -1*E(36)^7, E(36)^17, E(36)^11, E(36)^7, E(36)^13, -1*E(36)^11, E(36)^13, E(36)^13, E(36)^5, E(36)^5, -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, -1*E(36)^11, E(36)^17, E(36)^17, E(36)^7, E(36)^11, E(36)^7, -1*E(36), E(36)^13, -1*E(36)^5, E(36)^7, -1*E(36)^13, -1*E(36)^5, -1*E(36)^11, -1*E(36), E(36), E(36)^11, -1*E(36)^7, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^13, E(36)^5, E(36)^17, -1*E(36)^7, -1*E(36)^7, -1*E(36)^7, -1*E(36)^13], [1, -1, 1, -1, -1, 1, E(36)^12, -1*E(36)^6, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, -1*E(36)^6, E(36)^6, -1*E(36)^12, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^16, -1*E(36)^10, 1, 1, 1, 1, 1, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^4, -1*E(36)^14, E(36)^10, E(36)^16, E(36)^10, E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, -1*E(36)^4, -1*E(36)^2, E(36)^10, -1*E(36)^4, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^8, -1*E(36)^14, E(36)^4, E(36)^16, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^5, E(36)^7, E(36)^11, -1*E(36)^13, -1*E(36)^17, -1*E(36)^11, E(36)^5, -1*E(36), E(36), -1*E(36)^7, E(36)^17, E(36)^13, -1*E(36)^11, E(36)^11, -1*E(36)^5, E(36)^17, E(36)^7, E(36), E(36)^13, E(36)^5, -1*E(36)^7, -1*E(36)^17, -1*E(36), -1*E(36)^13, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^14, -1*E(36)^2, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^2, -1*E(36)^10, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, E(36)^4, E(36)^16, E(36)^4, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, -1*E(36)^2, E(36)^16, E(36)^8, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, -1*E(36)^4, -1*E(36)^4, E(36)^10, E(36)^4, E(36)^10, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^10, -1*E(36)^10, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, E(36)^8, -1*E(36)^2, E(36)^10, E(36)^2, -1*E(36)^4, E(36)^10, E(36)^2, E(36)^4, E(36)^16, E(36)^14, -1*E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^8, E(36)^10, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, -1*E(36)^8, E(36)^14, E(36)^10, E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^10, E(36)^10, -1*E(36)^10, E(36)^14, E(36)^2, -1*E(36)^16, -1*E(36)^16, E(36)^2, E(36)^10, -1*E(36)^16, -1*E(36)^4, E(36)^4, -1*E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^2, E(36)^14, E(36)^4, E(36)^16, E(36)^14, E(36)^2, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^10, E(36)^14, E(36)^2, E(36)^14, E(36)^2, E(36)^8, E(36), -1*E(36)^7, -1*E(36)^11, E(36)^17, -1*E(36)^17, E(36)^17, -1*E(36)^11, -1*E(36)^13, E(36)^5, -1*E(36)^7, E(36), E(36)^13, -1*E(36), -1*E(36)^13, E(36)^7, -1*E(36)^17, E(36)^13, E(36), -1*E(36)^5, E(36)^17, -1*E(36)^11, -1*E(36)^7, -1*E(36), E(36)^11, -1*E(36)^17, E(36)^13, E(36), E(36)^5, -1*E(36)^13, -1*E(36)^13, E(36)^11, E(36), -1*E(36)^5, -1*E(36), -1*E(36)^17, -1*E(36), E(36)^13, E(36), E(36)^5, -1*E(36)^5, E(36)^17, -1*E(36)^11, -1*E(36)^7, E(36)^11, E(36)^7, E(36)^11, -1*E(36), -1*E(36)^5, E(36)^7, E(36)^17, E(36)^7, -1*E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36)^7, -1*E(36)^17, -1*E(36)^17, E(36)^7, E(36)^13, E(36), E(36)^5, -1*E(36)^13, -1*E(36)^13, E(36)^5, E(36), E(36)^13, -1*E(36)^17, E(36)^7, -1*E(36), -1*E(36)^11, -1*E(36)^5, E(36)^5, -1*E(36)^13, E(36)^17, -1*E(36)^11, -1*E(36)^7, E(36)^17, E(36)^11, E(36)^11, -1*E(36), -1*E(36)^7, -1*E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^5, -1*E(36)^5, -1*E(36)^13, -1*E(36)^13, E(36)^5, E(36), E(36)^13, E(36)^7, -1*E(36), -1*E(36), -1*E(36)^11, -1*E(36)^7, -1*E(36)^11, E(36)^17, -1*E(36)^5, E(36)^13, -1*E(36)^11, E(36)^5, E(36)^13, E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36)^7, E(36)^11, E(36)^7, -1*E(36)^17, E(36)^13, E(36), E(36)^5, -1*E(36)^5, -1*E(36)^13, -1*E(36), E(36)^11, E(36)^11, E(36)^11, E(36)^5], [1, -1, 1, -1, -1, 1, -1*E(36)^6, E(36)^12, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^2, -1*E(36)^10, E(36)^4, E(36)^16, E(36)^8, -1*E(36)^14, 1, 1, 1, 1, 1, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^10, E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^4, E(36)^10, -1*E(36)^2, E(36)^16, E(36)^14, E(36)^8, E(36)^14, E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^2, -1*E(36)^10, E(36)^14, E(36)^2, -1*E(36)^14, E(36)^10, -1*E(36)^16, -1*E(36)^8, E(36)^4, -1*E(36)^4, E(36)^16, -1*E(36)^2, E(36)^8, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^7, -1*E(36)^17, -1*E(36), E(36)^11, -1*E(36)^13, E(36), -1*E(36)^7, -1*E(36)^5, E(36)^5, E(36)^17, E(36)^13, -1*E(36)^11, E(36), -1*E(36), E(36)^7, E(36)^13, -1*E(36)^17, E(36)^5, -1*E(36)^11, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36)^5, E(36)^11, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^2, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, -1*E(36)^10, E(36)^8, E(36)^4, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^2, E(36)^14, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^4, -1*E(36)^10, E(36)^14, E(36)^10, E(36)^2, E(36)^14, E(36)^10, -1*E(36)^2, E(36)^8, -1*E(36)^16, -1*E(36)^10, -1*E(36)^4, E(36)^2, -1*E(36)^4, E(36)^14, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^4, -1*E(36)^16, E(36)^14, E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^14, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^8, -1*E(36)^8, E(36)^10, E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^2, E(36)^16, -1*E(36)^8, E(36)^4, E(36)^16, E(36)^16, -1*E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, -1*E(36)^10, -1*E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^16, E(36)^10, -1*E(36)^4, E(36)^8, E(36)^8, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^16, E(36)^10, E(36)^4, E(36)^5, E(36)^17, E(36), E(36)^13, -1*E(36)^13, E(36)^13, E(36), E(36)^11, -1*E(36)^7, E(36)^17, E(36)^5, -1*E(36)^11, -1*E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^5, E(36)^7, E(36)^13, E(36), E(36)^17, -1*E(36)^5, -1*E(36), -1*E(36)^13, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^11, E(36)^11, -1*E(36), E(36)^5, E(36)^7, -1*E(36)^5, -1*E(36)^13, -1*E(36)^5, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^7, E(36)^13, E(36), E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36), -1*E(36)^5, E(36)^7, -1*E(36)^17, E(36)^13, -1*E(36)^17, E(36)^17, E(36)^13, -1*E(36)^13, E(36)^17, -1*E(36)^13, -1*E(36)^13, -1*E(36)^17, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^11, E(36)^11, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, E(36), E(36)^7, -1*E(36)^7, E(36)^11, E(36)^13, E(36), E(36)^17, E(36)^13, -1*E(36), -1*E(36), -1*E(36)^5, E(36)^17, E(36), E(36)^7, -1*E(36)^17, E(36)^7, E(36)^7, E(36)^11, E(36)^11, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36)^17, -1*E(36)^5, -1*E(36)^5, E(36), E(36)^17, E(36), E(36)^13, E(36)^7, -1*E(36)^11, E(36), -1*E(36)^7, -1*E(36)^11, -1*E(36)^17, E(36)^13, -1*E(36)^13, E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^7, E(36)^11, -1*E(36)^5, -1*E(36), -1*E(36), -1*E(36), -1*E(36)^7], [1, -1, 1, -1, -1, 1, E(36)^12, -1*E(36)^6, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, -1*E(36)^6, E(36)^6, -1*E(36)^12, E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, E(36)^4, 1, 1, 1, 1, 1, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, E(36)^8, -1*E(36)^16, E(36)^10, E(36)^14, E(36)^14, -1*E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^2, E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^16, E(36)^8, -1*E(36)^4, -1*E(36)^16, E(36)^4, -1*E(36)^8, E(36)^2, E(36)^10, -1*E(36)^14, E(36)^14, -1*E(36)^2, E(36)^16, -1*E(36)^10, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^11, E(36), E(36)^17, -1*E(36)^7, E(36)^5, -1*E(36)^17, E(36)^11, E(36)^13, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^7, -1*E(36)^17, E(36)^17, -1*E(36)^11, -1*E(36)^5, E(36), -1*E(36)^13, E(36)^7, E(36)^11, -1*E(36), E(36)^5, E(36)^13, -1*E(36)^7, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^4, E(36)^16, E(36)^8, E(36)^4, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^16, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^10, -1*E(36)^14, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^16, -1*E(36)^4, E(36)^10, E(36)^16, E(36)^10, E(36)^4, E(36)^4, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^8, -1*E(36)^16, -1*E(36)^4, -1*E(36)^8, E(36)^16, -1*E(36)^10, E(36)^2, E(36)^8, E(36)^14, -1*E(36)^16, E(36)^14, -1*E(36)^4, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^14, E(36)^2, -1*E(36)^4, -1*E(36)^14, -1*E(36)^8, E(36)^14, E(36)^4, -1*E(36)^4, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^10, E(36)^10, -1*E(36)^8, -1*E(36)^4, E(36)^10, -1*E(36)^16, E(36)^16, -1*E(36)^2, E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, E(36)^8, E(36)^2, E(36)^16, -1*E(36)^10, E(36)^2, -1*E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^10, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^14, -1*E(36)^13, -1*E(36), -1*E(36)^17, -1*E(36)^5, E(36)^5, -1*E(36)^5, -1*E(36)^17, -1*E(36)^7, E(36)^11, -1*E(36), -1*E(36)^13, E(36)^7, E(36)^13, -1*E(36)^7, E(36), E(36)^5, E(36)^7, -1*E(36)^13, -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36), E(36)^13, E(36)^17, E(36)^5, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^7, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^13, E(36)^5, E(36)^13, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36), E(36)^17, E(36), E(36)^17, E(36)^13, -1*E(36)^11, E(36), -1*E(36)^5, E(36), -1*E(36), -1*E(36)^5, E(36)^5, -1*E(36), E(36)^5, E(36)^5, E(36), E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^7, -1*E(36)^7, E(36)^11, -1*E(36)^13, E(36)^7, E(36)^5, E(36), E(36)^13, -1*E(36)^17, -1*E(36)^11, E(36)^11, -1*E(36)^7, -1*E(36)^5, -1*E(36)^17, -1*E(36), -1*E(36)^5, E(36)^17, E(36)^17, E(36)^13, -1*E(36), -1*E(36)^17, -1*E(36)^11, E(36), -1*E(36)^11, -1*E(36)^11, -1*E(36)^7, -1*E(36)^7, E(36)^11, -1*E(36)^13, E(36)^7, E(36), E(36)^13, E(36)^13, -1*E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36)^5, -1*E(36)^11, E(36)^7, -1*E(36)^17, E(36)^11, E(36)^7, E(36), -1*E(36)^5, E(36)^5, -1*E(36), E(36)^17, E(36), E(36)^5, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^7, E(36)^13, E(36)^17, E(36)^17, E(36)^17, E(36)^11], [1, -1, 1, -1, -1, 1, -1*E(36)^6, E(36)^12, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^8, E(36)^4, E(36)^16, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, 1, 1, 1, 1, 1, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^4, -1*E(36)^8, E(36)^14, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^8, -1*E(36)^10, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^16, E(36)^10, -1*E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^4, E(36)^2, -1*E(36)^8, -1*E(36)^2, -1*E(36)^4, E(36)^10, E(36)^14, E(36)^16, -1*E(36)^16, -1*E(36)^10, E(36)^8, -1*E(36)^14, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36), -1*E(36)^5, -1*E(36)^13, -1*E(36)^17, E(36)^7, E(36)^13, E(36), E(36)^11, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^17, E(36)^13, -1*E(36)^13, -1*E(36), -1*E(36)^7, -1*E(36)^5, -1*E(36)^11, E(36)^17, E(36), E(36)^5, E(36)^7, E(36)^11, -1*E(36)^17, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^10, E(36)^4, E(36)^16, -1*E(36)^2, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^4, -1*E(36)^2, -1*E(36)^10, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^8, -1*E(36)^14, E(36)^8, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^14, E(36)^16, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^16, -1*E(36)^8, E(36)^4, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^8, E(36)^2, E(36)^14, E(36)^8, E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^14, -1*E(36)^10, -1*E(36)^10, E(36)^16, E(36)^4, E(36)^2, -1*E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^4, E(36)^8, -1*E(36)^14, E(36)^10, E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^2, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, -1*E(36)^16, E(36)^10, E(36)^2, E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^2, E(36)^2, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^14, E(36)^14, -1*E(36)^4, E(36)^2, E(36)^14, -1*E(36)^8, E(36)^8, -1*E(36)^10, E(36)^14, E(36)^16, -1*E(36)^10, -1*E(36)^10, E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, E(36)^4, E(36)^10, E(36)^8, -1*E(36)^14, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^10, -1*E(36)^4, E(36)^16, -1*E(36)^11, E(36)^5, E(36)^13, -1*E(36)^7, E(36)^7, -1*E(36)^7, E(36)^13, -1*E(36)^17, E(36), E(36)^5, -1*E(36)^11, E(36)^17, E(36)^11, -1*E(36)^17, -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^11, -1*E(36), -1*E(36)^7, E(36)^13, E(36)^5, E(36)^11, -1*E(36)^13, E(36)^7, E(36)^17, -1*E(36)^11, E(36), -1*E(36)^17, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, -1*E(36), E(36)^11, E(36)^7, E(36)^11, E(36)^17, -1*E(36)^11, E(36), -1*E(36), -1*E(36)^7, E(36)^13, E(36)^5, -1*E(36)^13, -1*E(36)^5, -1*E(36)^13, E(36)^11, -1*E(36), -1*E(36)^5, -1*E(36)^7, -1*E(36)^5, E(36)^5, -1*E(36)^7, E(36)^7, E(36)^5, E(36)^7, E(36)^7, -1*E(36)^5, E(36)^17, -1*E(36)^11, E(36), -1*E(36)^17, -1*E(36)^17, E(36), -1*E(36)^11, E(36)^17, E(36)^7, -1*E(36)^5, E(36)^11, E(36)^13, -1*E(36), E(36), -1*E(36)^17, -1*E(36)^7, E(36)^13, E(36)^5, -1*E(36)^7, -1*E(36)^13, -1*E(36)^13, E(36)^11, E(36)^5, E(36)^13, -1*E(36), -1*E(36)^5, -1*E(36), -1*E(36), -1*E(36)^17, -1*E(36)^17, E(36), -1*E(36)^11, E(36)^17, -1*E(36)^5, E(36)^11, E(36)^11, E(36)^13, E(36)^5, E(36)^13, -1*E(36)^7, -1*E(36), E(36)^17, E(36)^13, E(36), E(36)^17, -1*E(36)^5, -1*E(36)^7, E(36)^7, E(36)^5, -1*E(36)^13, -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^11, E(36), -1*E(36), -1*E(36)^17, E(36)^11, -1*E(36)^13, -1*E(36)^13, -1*E(36)^13, E(36)], [1, -1, 1, -1, -1, 1, E(36)^12, -1*E(36)^6, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, E(36)^8, E(36)^4, E(36)^16, 1, 1, 1, 1, 1, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^14, E(36)^10, -1*E(36)^4, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^2, -1*E(36)^8, E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^14, -1*E(36)^16, E(36)^10, E(36)^16, E(36)^14, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^2, E(36)^8, -1*E(36)^10, E(36)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^17, E(36)^13, E(36)^5, E(36), -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36)^7, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36), -1*E(36)^5, E(36)^5, E(36)^17, E(36)^11, E(36)^13, E(36)^7, -1*E(36), -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, -1*E(36)^7, E(36), E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^8, -1*E(36)^14, -1*E(36)^2, E(36)^16, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^14, E(36)^16, E(36)^8, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^10, E(36)^4, -1*E(36)^10, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^4, -1*E(36)^2, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^2, E(36)^10, -1*E(36)^14, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^10, -1*E(36)^16, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, E(36)^16, E(36)^16, -1*E(36)^4, E(36)^8, E(36)^8, -1*E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^14, E(36)^10, -1*E(36)^16, E(36)^14, -1*E(36)^10, E(36)^4, -1*E(36)^8, -1*E(36)^14, E(36)^2, E(36)^10, E(36)^2, -1*E(36)^16, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, E(36)^2, -1*E(36)^8, -1*E(36)^16, -1*E(36)^2, E(36)^14, E(36)^2, E(36)^16, -1*E(36)^16, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^4, -1*E(36)^4, E(36)^14, -1*E(36)^16, -1*E(36)^4, E(36)^10, -1*E(36)^10, E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^8, E(36)^8, -1*E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, -1*E(36)^14, -1*E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^4, E(36)^4, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^8, E(36)^14, -1*E(36)^2, E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^11, -1*E(36)^11, E(36)^11, -1*E(36)^5, E(36), -1*E(36)^17, -1*E(36)^13, E(36)^7, -1*E(36), -1*E(36)^7, E(36), E(36)^13, -1*E(36)^11, -1*E(36), E(36)^7, E(36)^17, E(36)^11, -1*E(36)^5, -1*E(36)^13, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36), E(36)^7, -1*E(36)^17, E(36), E(36), E(36)^5, E(36)^7, E(36)^17, -1*E(36)^7, -1*E(36)^11, -1*E(36)^7, -1*E(36), E(36)^7, -1*E(36)^17, E(36)^17, E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36)^5, E(36)^13, E(36)^5, -1*E(36)^7, E(36)^17, E(36)^13, E(36)^11, E(36)^13, -1*E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^13, -1*E(36)^11, -1*E(36)^11, E(36)^13, -1*E(36), E(36)^7, -1*E(36)^17, E(36), E(36), -1*E(36)^17, E(36)^7, -1*E(36), -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36)^5, E(36)^17, -1*E(36)^17, E(36), E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36)^11, E(36)^5, E(36)^5, -1*E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^17, E(36)^13, E(36)^17, E(36)^17, E(36), E(36), -1*E(36)^17, E(36)^7, -1*E(36), E(36)^13, -1*E(36)^7, -1*E(36)^7, -1*E(36)^5, -1*E(36)^13, -1*E(36)^5, E(36)^11, E(36)^17, -1*E(36), -1*E(36)^5, -1*E(36)^17, -1*E(36), E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^13, E(36)^5, E(36)^13, -1*E(36)^11, -1*E(36), E(36)^7, -1*E(36)^17, E(36)^17, E(36), -1*E(36)^7, E(36)^5, E(36)^5, E(36)^5, -1*E(36)^17], [1, -1, 1, -1, -1, 1, -1*E(36)^6, E(36)^12, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^2, E(36)^8, 1, 1, 1, 1, 1, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^16, E(36)^14, E(36)^2, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^10, -1*E(36)^4, E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, E(36)^14, E(36)^16, -1*E(36)^8, E(36)^14, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^10, E(36)^4, -1*E(36)^14, -1*E(36)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^13, E(36)^11, E(36)^7, -1*E(36)^5, -1*E(36), -1*E(36)^7, E(36)^13, -1*E(36)^17, E(36)^17, -1*E(36)^11, E(36), E(36)^5, -1*E(36)^7, E(36)^7, -1*E(36)^13, E(36), E(36)^11, E(36)^17, E(36)^5, E(36)^13, -1*E(36)^11, -1*E(36), -1*E(36)^17, -1*E(36)^5, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^4, E(36)^16, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^16, E(36)^8, E(36)^16, E(36)^8, E(36)^4, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^14, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, E(36)^16, -1*E(36)^2, -1*E(36)^10, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^10, E(36)^14, E(36)^16, E(36)^14, E(36)^14, -1*E(36)^8, -1*E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^8, E(36)^8, E(36)^2, E(36)^4, E(36)^4, -1*E(36)^10, E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^14, -1*E(36)^8, -1*E(36)^16, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, E(36)^16, E(36)^10, E(36)^14, E(36)^10, -1*E(36)^8, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, E(36)^10, -1*E(36)^4, -1*E(36)^8, -1*E(36)^10, -1*E(36)^16, E(36)^10, E(36)^8, -1*E(36)^8, E(36)^8, -1*E(36)^4, -1*E(36)^16, E(36)^2, E(36)^2, -1*E(36)^16, -1*E(36)^8, E(36)^2, E(36)^14, -1*E(36)^14, E(36)^4, E(36)^2, -1*E(36)^10, E(36)^4, E(36)^4, E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^16, -1*E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^10, E(36)^17, -1*E(36)^11, -1*E(36)^7, E(36), -1*E(36), E(36), -1*E(36)^7, -1*E(36)^5, E(36)^13, -1*E(36)^11, E(36)^17, E(36)^5, -1*E(36)^17, -1*E(36)^5, E(36)^11, -1*E(36), E(36)^5, E(36)^17, -1*E(36)^13, E(36), -1*E(36)^7, -1*E(36)^11, -1*E(36)^17, E(36)^7, -1*E(36), E(36)^5, E(36)^17, E(36)^13, -1*E(36)^5, -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36)^17, -1*E(36), -1*E(36)^17, E(36)^5, E(36)^17, E(36)^13, -1*E(36)^13, E(36), -1*E(36)^7, -1*E(36)^11, E(36)^7, E(36)^11, E(36)^7, -1*E(36)^17, -1*E(36)^13, E(36)^11, E(36), E(36)^11, -1*E(36)^11, E(36), -1*E(36), -1*E(36)^11, -1*E(36), -1*E(36), E(36)^11, E(36)^5, E(36)^17, E(36)^13, -1*E(36)^5, -1*E(36)^5, E(36)^13, E(36)^17, E(36)^5, -1*E(36), E(36)^11, -1*E(36)^17, -1*E(36)^7, -1*E(36)^13, E(36)^13, -1*E(36)^5, E(36), -1*E(36)^7, -1*E(36)^11, E(36), E(36)^7, E(36)^7, -1*E(36)^17, -1*E(36)^11, -1*E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^13, -1*E(36)^13, -1*E(36)^5, -1*E(36)^5, E(36)^13, E(36)^17, E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36)^17, -1*E(36)^7, -1*E(36)^11, -1*E(36)^7, E(36), -1*E(36)^13, E(36)^5, -1*E(36)^7, E(36)^13, E(36)^5, E(36)^11, E(36), -1*E(36), -1*E(36)^11, E(36)^7, E(36)^11, -1*E(36), E(36)^5, E(36)^17, E(36)^13, -1*E(36)^13, -1*E(36)^5, -1*E(36)^17, E(36)^7, E(36)^7, E(36)^7, E(36)^13], [1, -1, 1, -1, -1, 1, E(36)^12, -1*E(36)^6, -1*E(36)^9, E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, -1*E(36)^6, E(36)^6, -1*E(36)^12, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^16, -1*E(36)^10, 1, 1, 1, 1, 1, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^4, -1*E(36)^14, E(36)^10, E(36)^16, E(36)^10, E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, -1*E(36)^4, -1*E(36)^2, E(36)^10, -1*E(36)^4, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^8, -1*E(36)^14, E(36)^4, E(36)^16, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^5, -1*E(36)^7, -1*E(36)^11, E(36)^13, E(36)^17, E(36)^11, -1*E(36)^5, E(36), -1*E(36), E(36)^7, -1*E(36)^17, -1*E(36)^13, E(36)^11, -1*E(36)^11, E(36)^5, -1*E(36)^17, -1*E(36)^7, -1*E(36), -1*E(36)^13, -1*E(36)^5, E(36)^7, E(36)^17, E(36), E(36)^13, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^14, -1*E(36)^2, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^2, -1*E(36)^10, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, E(36)^4, E(36)^16, E(36)^4, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, -1*E(36)^2, E(36)^16, E(36)^8, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, -1*E(36)^4, -1*E(36)^4, E(36)^10, E(36)^4, E(36)^10, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^10, -1*E(36)^10, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, E(36)^8, -1*E(36)^2, E(36)^10, E(36)^2, -1*E(36)^4, E(36)^10, E(36)^2, E(36)^4, E(36)^16, E(36)^14, -1*E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^8, E(36)^10, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, -1*E(36)^8, E(36)^14, E(36)^10, E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^10, E(36)^10, -1*E(36)^10, E(36)^14, E(36)^2, -1*E(36)^16, -1*E(36)^16, E(36)^2, E(36)^10, -1*E(36)^16, -1*E(36)^4, E(36)^4, -1*E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^2, E(36)^14, E(36)^4, E(36)^16, E(36)^14, E(36)^2, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^10, E(36)^14, E(36)^2, E(36)^14, E(36)^2, E(36)^8, -1*E(36), E(36)^7, E(36)^11, -1*E(36)^17, E(36)^17, -1*E(36)^17, E(36)^11, E(36)^13, -1*E(36)^5, E(36)^7, -1*E(36), -1*E(36)^13, E(36), E(36)^13, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36), E(36)^5, -1*E(36)^17, E(36)^11, E(36)^7, E(36), -1*E(36)^11, E(36)^17, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^13, E(36)^13, -1*E(36)^11, -1*E(36), E(36)^5, E(36), E(36)^17, E(36), -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^5, -1*E(36)^17, E(36)^11, E(36)^7, -1*E(36)^11, -1*E(36)^7, -1*E(36)^11, E(36), E(36)^5, -1*E(36)^7, -1*E(36)^17, -1*E(36)^7, E(36)^7, -1*E(36)^17, E(36)^17, E(36)^7, E(36)^17, E(36)^17, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^13, E(36)^13, -1*E(36)^5, -1*E(36), -1*E(36)^13, E(36)^17, -1*E(36)^7, E(36), E(36)^11, E(36)^5, -1*E(36)^5, E(36)^13, -1*E(36)^17, E(36)^11, E(36)^7, -1*E(36)^17, -1*E(36)^11, -1*E(36)^11, E(36), E(36)^7, E(36)^11, E(36)^5, -1*E(36)^7, E(36)^5, E(36)^5, E(36)^13, E(36)^13, -1*E(36)^5, -1*E(36), -1*E(36)^13, -1*E(36)^7, E(36), E(36), E(36)^11, E(36)^7, E(36)^11, -1*E(36)^17, E(36)^5, -1*E(36)^13, E(36)^11, -1*E(36)^5, -1*E(36)^13, -1*E(36)^7, -1*E(36)^17, E(36)^17, E(36)^7, -1*E(36)^11, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^5, E(36)^13, E(36), -1*E(36)^11, -1*E(36)^11, -1*E(36)^11, -1*E(36)^5], [1, -1, 1, -1, 1, -1, -1*E(36)^6, E(36)^12, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^2, -1*E(36)^10, E(36)^4, E(36)^16, E(36)^8, -1*E(36)^14, 1, 1, 1, 1, 1, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^10, E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^4, E(36)^10, -1*E(36)^2, E(36)^16, E(36)^14, E(36)^8, E(36)^14, E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^10, -1*E(36)^14, -1*E(36)^2, E(36)^14, -1*E(36)^10, E(36)^16, E(36)^8, -1*E(36)^4, E(36)^4, -1*E(36)^16, E(36)^2, -1*E(36)^8, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^7, E(36)^17, E(36), -1*E(36)^11, E(36)^13, -1*E(36), E(36)^7, E(36)^5, -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^11, E(36), -1*E(36), E(36)^7, E(36)^13, -1*E(36)^17, E(36)^5, -1*E(36)^11, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36)^5, E(36)^11, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^2, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, -1*E(36)^10, E(36)^8, E(36)^4, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^2, E(36)^14, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^4, -1*E(36)^10, E(36)^14, E(36)^10, E(36)^2, E(36)^14, E(36)^10, -1*E(36)^2, E(36)^8, -1*E(36)^16, -1*E(36)^10, -1*E(36)^4, E(36)^2, -1*E(36)^4, E(36)^14, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^4, -1*E(36)^16, E(36)^14, E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^14, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^8, -1*E(36)^8, E(36)^10, E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^2, E(36)^16, -1*E(36)^8, E(36)^4, E(36)^16, E(36)^16, -1*E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, -1*E(36)^10, -1*E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^16, E(36)^10, -1*E(36)^4, E(36)^8, E(36)^8, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^16, E(36)^10, E(36)^4, -1*E(36)^5, -1*E(36)^17, -1*E(36), -1*E(36)^13, E(36)^13, -1*E(36)^13, -1*E(36), -1*E(36)^11, E(36)^7, -1*E(36)^17, -1*E(36)^5, E(36)^11, E(36)^5, -1*E(36)^11, E(36)^17, E(36)^13, E(36)^11, -1*E(36)^5, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^17, E(36)^5, E(36), E(36)^13, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^11, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^7, E(36)^5, E(36)^13, E(36)^5, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^17, E(36), E(36)^17, E(36), E(36)^5, -1*E(36)^7, E(36)^17, -1*E(36)^13, E(36)^17, -1*E(36)^17, -1*E(36)^13, E(36)^13, -1*E(36)^17, E(36)^13, E(36)^13, E(36)^17, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^11, -1*E(36)^11, E(36)^7, -1*E(36)^5, E(36)^11, E(36)^13, E(36)^17, E(36)^5, -1*E(36), -1*E(36)^7, E(36)^7, -1*E(36)^11, -1*E(36)^13, -1*E(36), -1*E(36)^17, -1*E(36)^13, E(36), E(36), E(36)^5, -1*E(36)^17, -1*E(36), -1*E(36)^7, E(36)^17, -1*E(36)^7, -1*E(36)^7, -1*E(36)^11, -1*E(36)^11, E(36)^7, -1*E(36)^5, E(36)^11, E(36)^17, E(36)^5, E(36)^5, -1*E(36), -1*E(36)^17, -1*E(36), -1*E(36)^13, -1*E(36)^7, E(36)^11, -1*E(36), E(36)^7, E(36)^11, E(36)^17, -1*E(36)^13, E(36)^13, -1*E(36)^17, E(36), E(36)^17, E(36)^13, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^11, E(36)^5, E(36), E(36), E(36), E(36)^7], [1, -1, 1, -1, 1, -1, E(36)^12, -1*E(36)^6, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, E(36)^6, -1*E(36)^6, E(36)^12, E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, E(36)^4, 1, 1, 1, 1, 1, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, E(36)^8, -1*E(36)^16, E(36)^10, E(36)^14, E(36)^14, -1*E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^2, E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^8, E(36)^4, E(36)^16, -1*E(36)^4, E(36)^8, -1*E(36)^2, -1*E(36)^10, E(36)^14, -1*E(36)^14, E(36)^2, -1*E(36)^16, E(36)^10, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^11, -1*E(36), -1*E(36)^17, E(36)^7, -1*E(36)^5, E(36)^17, -1*E(36)^11, -1*E(36)^13, E(36)^13, E(36), E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^17, -1*E(36)^11, -1*E(36)^5, E(36), -1*E(36)^13, E(36)^7, E(36)^11, -1*E(36), E(36)^5, E(36)^13, -1*E(36)^7, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^4, E(36)^16, E(36)^8, E(36)^4, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^16, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^10, -1*E(36)^14, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^16, -1*E(36)^4, E(36)^10, E(36)^16, E(36)^10, E(36)^4, E(36)^4, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^8, -1*E(36)^16, -1*E(36)^4, -1*E(36)^8, E(36)^16, -1*E(36)^10, E(36)^2, E(36)^8, E(36)^14, -1*E(36)^16, E(36)^14, -1*E(36)^4, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^14, E(36)^2, -1*E(36)^4, -1*E(36)^14, -1*E(36)^8, E(36)^14, E(36)^4, -1*E(36)^4, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^10, E(36)^10, -1*E(36)^8, -1*E(36)^4, E(36)^10, -1*E(36)^16, E(36)^16, -1*E(36)^2, E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, E(36)^8, E(36)^2, E(36)^16, -1*E(36)^10, E(36)^2, -1*E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^10, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^14, E(36)^13, E(36), E(36)^17, E(36)^5, -1*E(36)^5, E(36)^5, E(36)^17, E(36)^7, -1*E(36)^11, E(36), E(36)^13, -1*E(36)^7, -1*E(36)^13, E(36)^7, -1*E(36), -1*E(36)^5, -1*E(36)^7, E(36)^13, E(36)^11, E(36)^5, E(36)^17, E(36), -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^7, E(36)^7, -1*E(36)^17, E(36)^13, E(36)^11, -1*E(36)^13, -1*E(36)^5, -1*E(36)^13, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^11, E(36)^5, E(36)^17, E(36), -1*E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36)^13, E(36)^11, -1*E(36), E(36)^5, -1*E(36), E(36), E(36)^5, -1*E(36)^5, E(36), -1*E(36)^5, -1*E(36)^5, -1*E(36), -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^7, E(36)^7, -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36)^5, -1*E(36), -1*E(36)^13, E(36)^17, E(36)^11, -1*E(36)^11, E(36)^7, E(36)^5, E(36)^17, E(36), E(36)^5, -1*E(36)^17, -1*E(36)^17, -1*E(36)^13, E(36), E(36)^17, E(36)^11, -1*E(36), E(36)^11, E(36)^11, E(36)^7, E(36)^7, -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36), -1*E(36)^13, -1*E(36)^13, E(36)^17, E(36), E(36)^17, E(36)^5, E(36)^11, -1*E(36)^7, E(36)^17, -1*E(36)^11, -1*E(36)^7, -1*E(36), E(36)^5, -1*E(36)^5, E(36), -1*E(36)^17, -1*E(36), -1*E(36)^5, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36)^11, E(36)^7, -1*E(36)^13, -1*E(36)^17, -1*E(36)^17, -1*E(36)^17, -1*E(36)^11], [1, -1, 1, -1, 1, -1, -1*E(36)^6, E(36)^12, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^8, E(36)^4, E(36)^16, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, 1, 1, 1, 1, 1, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^4, -1*E(36)^8, E(36)^14, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^8, -1*E(36)^10, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^16, E(36)^10, -1*E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^8, E(36)^2, E(36)^4, -1*E(36)^10, -1*E(36)^14, -1*E(36)^16, E(36)^16, E(36)^10, -1*E(36)^8, E(36)^14, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36), E(36)^5, E(36)^13, E(36)^17, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^11, E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^17, E(36)^13, -1*E(36)^13, -1*E(36), -1*E(36)^7, -1*E(36)^5, -1*E(36)^11, E(36)^17, E(36), E(36)^5, E(36)^7, E(36)^11, -1*E(36)^17, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^10, E(36)^4, E(36)^16, -1*E(36)^2, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^4, -1*E(36)^2, -1*E(36)^10, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^8, -1*E(36)^14, E(36)^8, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^14, E(36)^16, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^16, -1*E(36)^8, E(36)^4, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^8, E(36)^2, E(36)^14, E(36)^8, E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^14, -1*E(36)^10, -1*E(36)^10, E(36)^16, E(36)^4, E(36)^2, -1*E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^4, E(36)^8, -1*E(36)^14, E(36)^10, E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^2, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, -1*E(36)^16, E(36)^10, E(36)^2, E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^2, E(36)^2, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^14, E(36)^14, -1*E(36)^4, E(36)^2, E(36)^14, -1*E(36)^8, E(36)^8, -1*E(36)^10, E(36)^14, E(36)^16, -1*E(36)^10, -1*E(36)^10, E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, E(36)^4, E(36)^10, E(36)^8, -1*E(36)^14, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^10, -1*E(36)^4, E(36)^16, E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36)^7, -1*E(36)^7, E(36)^7, -1*E(36)^13, E(36)^17, -1*E(36), -1*E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36)^11, E(36)^17, E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^11, E(36), E(36)^7, -1*E(36)^13, -1*E(36)^5, -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36)^17, E(36)^11, -1*E(36), E(36)^17, E(36)^17, E(36)^13, E(36)^11, E(36), -1*E(36)^11, -1*E(36)^7, -1*E(36)^11, -1*E(36)^17, E(36)^11, -1*E(36), E(36), E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^13, E(36)^5, E(36)^13, -1*E(36)^11, E(36), E(36)^5, E(36)^7, E(36)^5, -1*E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^5, -1*E(36)^7, -1*E(36)^7, E(36)^5, -1*E(36)^17, E(36)^11, -1*E(36), E(36)^17, E(36)^17, -1*E(36), E(36)^11, -1*E(36)^17, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36)^13, E(36), -1*E(36), E(36)^17, E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^7, E(36)^13, E(36)^13, -1*E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36), E(36)^5, E(36), E(36), E(36)^17, E(36)^17, -1*E(36), E(36)^11, -1*E(36)^17, E(36)^5, -1*E(36)^11, -1*E(36)^11, -1*E(36)^13, -1*E(36)^5, -1*E(36)^13, E(36)^7, E(36), -1*E(36)^17, -1*E(36)^13, -1*E(36), -1*E(36)^17, E(36)^5, E(36)^7, -1*E(36)^7, -1*E(36)^5, E(36)^13, E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^11, -1*E(36), E(36), E(36)^17, -1*E(36)^11, E(36)^13, E(36)^13, E(36)^13, -1*E(36)], [1, -1, 1, -1, 1, -1, E(36)^12, -1*E(36)^6, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, E(36)^8, E(36)^4, E(36)^16, 1, 1, 1, 1, 1, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^14, E(36)^10, -1*E(36)^4, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^2, -1*E(36)^8, E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^10, E(36)^14, E(36)^16, -1*E(36)^10, -1*E(36)^16, -1*E(36)^14, E(36)^8, E(36)^4, E(36)^2, -1*E(36)^2, -1*E(36)^8, E(36)^10, -1*E(36)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^17, -1*E(36)^13, -1*E(36)^5, -1*E(36), E(36)^11, E(36)^5, E(36)^17, E(36)^7, -1*E(36)^7, E(36)^13, -1*E(36)^11, E(36), -1*E(36)^5, E(36)^5, E(36)^17, E(36)^11, E(36)^13, E(36)^7, -1*E(36), -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, -1*E(36)^7, E(36), -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^8, -1*E(36)^14, -1*E(36)^2, E(36)^16, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^14, E(36)^16, E(36)^8, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^10, E(36)^4, -1*E(36)^10, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^4, -1*E(36)^2, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^2, E(36)^10, -1*E(36)^14, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^10, -1*E(36)^16, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, E(36)^16, E(36)^16, -1*E(36)^4, E(36)^8, E(36)^8, -1*E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^14, E(36)^10, -1*E(36)^16, E(36)^14, -1*E(36)^10, E(36)^4, -1*E(36)^8, -1*E(36)^14, E(36)^2, E(36)^10, E(36)^2, -1*E(36)^16, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, E(36)^2, -1*E(36)^8, -1*E(36)^16, -1*E(36)^2, E(36)^14, E(36)^2, E(36)^16, -1*E(36)^16, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^4, -1*E(36)^4, E(36)^14, -1*E(36)^16, -1*E(36)^4, E(36)^10, -1*E(36)^10, E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^8, E(36)^8, -1*E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, -1*E(36)^14, -1*E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^4, E(36)^4, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^8, E(36)^14, -1*E(36)^2, -1*E(36)^7, E(36)^13, E(36)^5, -1*E(36)^11, E(36)^11, -1*E(36)^11, E(36)^5, -1*E(36), E(36)^17, E(36)^13, -1*E(36)^7, E(36), E(36)^7, -1*E(36), -1*E(36)^13, E(36)^11, E(36), -1*E(36)^7, -1*E(36)^17, -1*E(36)^11, E(36)^5, E(36)^13, E(36)^7, -1*E(36)^5, E(36)^11, E(36), -1*E(36)^7, E(36)^17, -1*E(36), -1*E(36), -1*E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^7, E(36)^11, E(36)^7, E(36), -1*E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36)^11, E(36)^5, E(36)^13, -1*E(36)^5, -1*E(36)^13, -1*E(36)^5, E(36)^7, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, -1*E(36)^13, E(36)^13, -1*E(36)^11, E(36)^11, E(36)^13, E(36)^11, E(36)^11, -1*E(36)^13, E(36), -1*E(36)^7, E(36)^17, -1*E(36), -1*E(36), E(36)^17, -1*E(36)^7, E(36), E(36)^11, -1*E(36)^13, E(36)^7, E(36)^5, -1*E(36)^17, E(36)^17, -1*E(36), -1*E(36)^11, E(36)^5, E(36)^13, -1*E(36)^11, -1*E(36)^5, -1*E(36)^5, E(36)^7, E(36)^13, E(36)^5, -1*E(36)^17, -1*E(36)^13, -1*E(36)^17, -1*E(36)^17, -1*E(36), -1*E(36), E(36)^17, -1*E(36)^7, E(36), -1*E(36)^13, E(36)^7, E(36)^7, E(36)^5, E(36)^13, E(36)^5, -1*E(36)^11, -1*E(36)^17, E(36), E(36)^5, E(36)^17, E(36), -1*E(36)^13, -1*E(36)^11, E(36)^11, E(36)^13, -1*E(36)^5, -1*E(36)^13, E(36)^11, E(36), -1*E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36), E(36)^7, -1*E(36)^5, -1*E(36)^5, -1*E(36)^5, E(36)^17], [1, -1, 1, -1, 1, -1, -1*E(36)^6, E(36)^12, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^2, E(36)^8, 1, 1, 1, 1, 1, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^16, E(36)^14, E(36)^2, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^10, -1*E(36)^4, E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^8, E(36)^16, E(36)^4, -1*E(36)^2, E(36)^10, -1*E(36)^10, -1*E(36)^4, E(36)^14, E(36)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^13, -1*E(36)^11, -1*E(36)^7, E(36)^5, E(36), E(36)^7, -1*E(36)^13, E(36)^17, -1*E(36)^17, E(36)^11, -1*E(36), -1*E(36)^5, -1*E(36)^7, E(36)^7, -1*E(36)^13, E(36), E(36)^11, E(36)^17, E(36)^5, E(36)^13, -1*E(36)^11, -1*E(36), -1*E(36)^17, -1*E(36)^5, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^4, E(36)^16, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^16, E(36)^8, E(36)^16, E(36)^8, E(36)^4, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^14, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, E(36)^16, -1*E(36)^2, -1*E(36)^10, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^3, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^10, E(36)^14, E(36)^16, E(36)^14, E(36)^14, -1*E(36)^8, -1*E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^8, E(36)^8, E(36)^2, E(36)^4, E(36)^4, -1*E(36)^10, E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^14, -1*E(36)^8, -1*E(36)^16, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, E(36)^16, E(36)^10, E(36)^14, E(36)^10, -1*E(36)^8, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, E(36)^10, -1*E(36)^4, -1*E(36)^8, -1*E(36)^10, -1*E(36)^16, E(36)^10, E(36)^8, -1*E(36)^8, E(36)^8, -1*E(36)^4, -1*E(36)^16, E(36)^2, E(36)^2, -1*E(36)^16, -1*E(36)^8, E(36)^2, E(36)^14, -1*E(36)^14, E(36)^4, E(36)^2, -1*E(36)^10, E(36)^4, E(36)^4, E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^16, -1*E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^10, -1*E(36)^17, E(36)^11, E(36)^7, -1*E(36), E(36), -1*E(36), E(36)^7, E(36)^5, -1*E(36)^13, E(36)^11, -1*E(36)^17, -1*E(36)^5, E(36)^17, E(36)^5, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^17, E(36)^13, -1*E(36), E(36)^7, E(36)^11, E(36)^17, -1*E(36)^7, E(36), -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^5, E(36)^5, -1*E(36)^7, -1*E(36)^17, E(36)^13, E(36)^17, E(36), E(36)^17, -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^13, -1*E(36), E(36)^7, E(36)^11, -1*E(36)^7, -1*E(36)^11, -1*E(36)^7, E(36)^17, E(36)^13, -1*E(36)^11, -1*E(36), -1*E(36)^11, E(36)^11, -1*E(36), E(36), E(36)^11, E(36), E(36), -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^5, E(36)^5, -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, E(36), -1*E(36)^11, E(36)^17, E(36)^7, E(36)^13, -1*E(36)^13, E(36)^5, -1*E(36), E(36)^7, E(36)^11, -1*E(36), -1*E(36)^7, -1*E(36)^7, E(36)^17, E(36)^11, E(36)^7, E(36)^13, -1*E(36)^11, E(36)^13, E(36)^13, E(36)^5, E(36)^5, -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, -1*E(36)^11, E(36)^17, E(36)^17, E(36)^7, E(36)^11, E(36)^7, -1*E(36), E(36)^13, -1*E(36)^5, E(36)^7, -1*E(36)^13, -1*E(36)^5, -1*E(36)^11, -1*E(36), E(36), E(36)^11, -1*E(36)^7, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^17, -1*E(36)^13, E(36)^13, E(36)^5, E(36)^17, -1*E(36)^7, -1*E(36)^7, -1*E(36)^7, -1*E(36)^13], [1, -1, 1, -1, 1, -1, E(36)^12, -1*E(36)^6, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, E(36)^6, -1*E(36)^6, E(36)^12, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^16, -1*E(36)^10, 1, 1, 1, 1, 1, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^4, -1*E(36)^14, E(36)^10, E(36)^16, E(36)^10, E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^4, E(36)^10, -1*E(36)^2, -1*E(36)^14, E(36)^16, -1*E(36)^8, E(36)^8, E(36)^14, -1*E(36)^4, -1*E(36)^16, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^5, E(36)^7, E(36)^11, -1*E(36)^13, -1*E(36)^17, -1*E(36)^11, E(36)^5, -1*E(36), E(36), -1*E(36)^7, E(36)^17, E(36)^13, E(36)^11, -1*E(36)^11, E(36)^5, -1*E(36)^17, -1*E(36)^7, -1*E(36), -1*E(36)^13, -1*E(36)^5, E(36)^7, E(36)^17, E(36), E(36)^13, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^14, -1*E(36)^2, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^2, -1*E(36)^10, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, E(36)^4, E(36)^16, E(36)^4, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, -1*E(36)^2, E(36)^16, E(36)^8, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, E(36)^3, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^15, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, -1*E(36)^4, -1*E(36)^4, E(36)^10, E(36)^4, E(36)^10, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^10, -1*E(36)^10, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, E(36)^8, -1*E(36)^2, E(36)^10, E(36)^2, -1*E(36)^4, E(36)^10, E(36)^2, E(36)^4, E(36)^16, E(36)^14, -1*E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^8, E(36)^10, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, -1*E(36)^8, E(36)^14, E(36)^10, E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^10, E(36)^10, -1*E(36)^10, E(36)^14, E(36)^2, -1*E(36)^16, -1*E(36)^16, E(36)^2, E(36)^10, -1*E(36)^16, -1*E(36)^4, E(36)^4, -1*E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^2, E(36)^14, E(36)^4, E(36)^16, E(36)^14, E(36)^2, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^10, E(36)^14, E(36)^2, E(36)^14, E(36)^2, E(36)^8, E(36), -1*E(36)^7, -1*E(36)^11, E(36)^17, -1*E(36)^17, E(36)^17, -1*E(36)^11, -1*E(36)^13, E(36)^5, -1*E(36)^7, E(36), E(36)^13, -1*E(36), -1*E(36)^13, E(36)^7, -1*E(36)^17, E(36)^13, E(36), -1*E(36)^5, E(36)^17, -1*E(36)^11, -1*E(36)^7, -1*E(36), E(36)^11, -1*E(36)^17, E(36)^13, E(36), E(36)^5, -1*E(36)^13, -1*E(36)^13, E(36)^11, E(36), -1*E(36)^5, -1*E(36), -1*E(36)^17, -1*E(36), E(36)^13, E(36), E(36)^5, -1*E(36)^5, E(36)^17, -1*E(36)^11, -1*E(36)^7, E(36)^11, E(36)^7, E(36)^11, -1*E(36), -1*E(36)^5, E(36)^7, E(36)^17, E(36)^7, -1*E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36)^7, -1*E(36)^17, -1*E(36)^17, E(36)^7, E(36)^13, E(36), E(36)^5, -1*E(36)^13, -1*E(36)^13, E(36)^5, E(36), E(36)^13, -1*E(36)^17, E(36)^7, -1*E(36), -1*E(36)^11, -1*E(36)^5, E(36)^5, -1*E(36)^13, E(36)^17, -1*E(36)^11, -1*E(36)^7, E(36)^17, E(36)^11, E(36)^11, -1*E(36), -1*E(36)^7, -1*E(36)^11, -1*E(36)^5, E(36)^7, -1*E(36)^5, -1*E(36)^5, -1*E(36)^13, -1*E(36)^13, E(36)^5, E(36), E(36)^13, E(36)^7, -1*E(36), -1*E(36), -1*E(36)^11, -1*E(36)^7, -1*E(36)^11, E(36)^17, -1*E(36)^5, E(36)^13, -1*E(36)^11, E(36)^5, E(36)^13, E(36)^7, E(36)^17, -1*E(36)^17, -1*E(36)^7, E(36)^11, E(36)^7, -1*E(36)^17, E(36)^13, E(36), E(36)^5, -1*E(36)^5, -1*E(36)^13, -1*E(36), E(36)^11, E(36)^11, E(36)^11, E(36)^5], [1, -1, 1, -1, 1, -1, -1*E(36)^6, E(36)^12, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^2, -1*E(36)^10, E(36)^4, E(36)^16, E(36)^8, -1*E(36)^14, 1, 1, 1, 1, 1, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^10, E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^4, E(36)^10, -1*E(36)^2, E(36)^16, E(36)^14, E(36)^8, E(36)^14, E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^10, -1*E(36)^14, -1*E(36)^2, E(36)^14, -1*E(36)^10, E(36)^16, E(36)^8, -1*E(36)^4, E(36)^4, -1*E(36)^16, E(36)^2, -1*E(36)^8, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^7, -1*E(36)^17, -1*E(36), E(36)^11, -1*E(36)^13, E(36), -1*E(36)^7, -1*E(36)^5, E(36)^5, E(36)^17, E(36)^13, -1*E(36)^11, -1*E(36), E(36), -1*E(36)^7, -1*E(36)^13, E(36)^17, -1*E(36)^5, E(36)^11, E(36)^7, -1*E(36)^17, E(36)^13, E(36)^5, -1*E(36)^11, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^2, E(36)^8, E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, -1*E(36)^10, E(36)^8, E(36)^4, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^2, E(36)^14, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^4, -1*E(36)^10, E(36)^14, E(36)^10, E(36)^2, E(36)^14, E(36)^10, -1*E(36)^2, E(36)^8, -1*E(36)^16, -1*E(36)^10, -1*E(36)^4, E(36)^2, -1*E(36)^4, E(36)^14, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^4, -1*E(36)^16, E(36)^14, E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^14, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^8, -1*E(36)^8, E(36)^10, E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^2, E(36)^16, -1*E(36)^8, E(36)^4, E(36)^16, E(36)^16, -1*E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, -1*E(36)^10, -1*E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^16, E(36)^10, -1*E(36)^4, E(36)^8, E(36)^8, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^10, -1*E(36)^16, E(36)^10, E(36)^4, E(36)^5, E(36)^17, E(36), E(36)^13, -1*E(36)^13, E(36)^13, E(36), E(36)^11, -1*E(36)^7, E(36)^17, E(36)^5, -1*E(36)^11, -1*E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^5, E(36)^7, E(36)^13, E(36), E(36)^17, -1*E(36)^5, -1*E(36), -1*E(36)^13, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^11, E(36)^11, -1*E(36), E(36)^5, E(36)^7, -1*E(36)^5, -1*E(36)^13, -1*E(36)^5, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^7, E(36)^13, E(36), E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36), -1*E(36)^5, E(36)^7, -1*E(36)^17, E(36)^13, -1*E(36)^17, E(36)^17, E(36)^13, -1*E(36)^13, E(36)^17, -1*E(36)^13, -1*E(36)^13, -1*E(36)^17, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^11, E(36)^11, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36)^13, -1*E(36)^17, -1*E(36)^5, E(36), E(36)^7, -1*E(36)^7, E(36)^11, E(36)^13, E(36), E(36)^17, E(36)^13, -1*E(36), -1*E(36), -1*E(36)^5, E(36)^17, E(36), E(36)^7, -1*E(36)^17, E(36)^7, E(36)^7, E(36)^11, E(36)^11, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36)^17, -1*E(36)^5, -1*E(36)^5, E(36), E(36)^17, E(36), E(36)^13, E(36)^7, -1*E(36)^11, E(36), -1*E(36)^7, -1*E(36)^11, -1*E(36)^17, E(36)^13, -1*E(36)^13, E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^7, E(36)^11, -1*E(36)^5, -1*E(36), -1*E(36), -1*E(36), -1*E(36)^7], [1, -1, 1, -1, 1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, E(36)^6, -1*E(36)^6, E(36)^12, E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^2, -1*E(36)^10, E(36)^4, 1, 1, 1, 1, 1, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^8, -1*E(36)^16, E(36)^10, E(36)^14, E(36)^14, -1*E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, -1*E(36)^14, E(36)^2, E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^8, E(36)^4, E(36)^16, -1*E(36)^4, E(36)^8, -1*E(36)^2, -1*E(36)^10, E(36)^14, -1*E(36)^14, E(36)^2, -1*E(36)^16, E(36)^10, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^11, E(36), E(36)^17, -1*E(36)^7, E(36)^5, -1*E(36)^17, E(36)^11, E(36)^13, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^17, E(36)^11, E(36)^5, -1*E(36), E(36)^13, -1*E(36)^7, -1*E(36)^11, E(36), -1*E(36)^5, -1*E(36)^13, E(36)^7, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^4, E(36)^16, E(36)^8, E(36)^4, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^16, -1*E(36)^10, -1*E(36)^2, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, E(36)^8, -1*E(36)^10, -1*E(36)^14, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^16, -1*E(36)^4, E(36)^10, E(36)^16, E(36)^10, E(36)^4, E(36)^4, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^8, -1*E(36)^16, -1*E(36)^4, -1*E(36)^8, E(36)^16, -1*E(36)^10, E(36)^2, E(36)^8, E(36)^14, -1*E(36)^16, E(36)^14, -1*E(36)^4, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^14, E(36)^2, -1*E(36)^4, -1*E(36)^14, -1*E(36)^8, E(36)^14, E(36)^4, -1*E(36)^4, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^10, E(36)^10, -1*E(36)^8, -1*E(36)^4, E(36)^10, -1*E(36)^16, E(36)^16, -1*E(36)^2, E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, E(36)^8, E(36)^2, E(36)^16, -1*E(36)^10, E(36)^2, -1*E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^10, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, E(36)^4, E(36)^2, -1*E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^14, -1*E(36)^13, -1*E(36), -1*E(36)^17, -1*E(36)^5, E(36)^5, -1*E(36)^5, -1*E(36)^17, -1*E(36)^7, E(36)^11, -1*E(36), -1*E(36)^13, E(36)^7, E(36)^13, -1*E(36)^7, E(36), E(36)^5, E(36)^7, -1*E(36)^13, -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36), E(36)^13, E(36)^17, E(36)^5, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^7, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^13, E(36)^5, E(36)^13, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36), E(36)^17, E(36), E(36)^17, E(36)^13, -1*E(36)^11, E(36), -1*E(36)^5, E(36), -1*E(36), -1*E(36)^5, E(36)^5, -1*E(36), E(36)^5, E(36)^5, E(36), E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^7, -1*E(36)^7, E(36)^11, -1*E(36)^13, E(36)^7, E(36)^5, E(36), E(36)^13, -1*E(36)^17, -1*E(36)^11, E(36)^11, -1*E(36)^7, -1*E(36)^5, -1*E(36)^17, -1*E(36), -1*E(36)^5, E(36)^17, E(36)^17, E(36)^13, -1*E(36), -1*E(36)^17, -1*E(36)^11, E(36), -1*E(36)^11, -1*E(36)^11, -1*E(36)^7, -1*E(36)^7, E(36)^11, -1*E(36)^13, E(36)^7, E(36), E(36)^13, E(36)^13, -1*E(36)^17, -1*E(36), -1*E(36)^17, -1*E(36)^5, -1*E(36)^11, E(36)^7, -1*E(36)^17, E(36)^11, E(36)^7, E(36), -1*E(36)^5, E(36)^5, -1*E(36), E(36)^17, E(36), E(36)^5, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^7, E(36)^13, E(36)^17, E(36)^17, E(36)^17, E(36)^11], [1, -1, 1, -1, 1, -1, -1*E(36)^6, E(36)^12, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^8, E(36)^4, E(36)^16, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, 1, 1, 1, 1, 1, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^4, -1*E(36)^8, E(36)^14, -1*E(36)^16, -1*E(36)^16, -1*E(36)^4, E(36)^8, -1*E(36)^10, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^16, E(36)^10, -1*E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^8, E(36)^2, E(36)^4, -1*E(36)^10, -1*E(36)^14, -1*E(36)^16, E(36)^16, E(36)^10, -1*E(36)^8, E(36)^14, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36), -1*E(36)^5, -1*E(36)^13, -1*E(36)^17, E(36)^7, E(36)^13, E(36), E(36)^11, -1*E(36)^11, E(36)^5, -1*E(36)^7, E(36)^17, -1*E(36)^13, E(36)^13, E(36), E(36)^7, E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36), -1*E(36)^5, -1*E(36)^7, -1*E(36)^11, E(36)^17, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^10, E(36)^4, E(36)^16, -1*E(36)^2, E(36)^8, E(36)^4, -1*E(36)^2, E(36)^4, -1*E(36)^2, -1*E(36)^10, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^8, -1*E(36)^14, E(36)^8, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^14, E(36)^16, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^4, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^16, -1*E(36)^8, E(36)^4, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^8, E(36)^2, E(36)^14, E(36)^8, E(36)^14, -1*E(36)^2, -1*E(36)^2, E(36)^14, -1*E(36)^10, -1*E(36)^10, E(36)^16, E(36)^4, E(36)^2, -1*E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^4, E(36)^8, -1*E(36)^14, E(36)^10, E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^2, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, -1*E(36)^16, -1*E(36)^16, E(36)^10, E(36)^2, E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^2, E(36)^2, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^14, E(36)^14, -1*E(36)^4, E(36)^2, E(36)^14, -1*E(36)^8, E(36)^8, -1*E(36)^10, E(36)^14, E(36)^16, -1*E(36)^10, -1*E(36)^10, E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, E(36)^4, E(36)^10, E(36)^8, -1*E(36)^14, E(36)^10, -1*E(36)^4, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, -1*E(36)^14, E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^2, E(36)^10, -1*E(36)^4, E(36)^10, -1*E(36)^4, E(36)^16, -1*E(36)^11, E(36)^5, E(36)^13, -1*E(36)^7, E(36)^7, -1*E(36)^7, E(36)^13, -1*E(36)^17, E(36), E(36)^5, -1*E(36)^11, E(36)^17, E(36)^11, -1*E(36)^17, -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^11, -1*E(36), -1*E(36)^7, E(36)^13, E(36)^5, E(36)^11, -1*E(36)^13, E(36)^7, E(36)^17, -1*E(36)^11, E(36), -1*E(36)^17, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, -1*E(36), E(36)^11, E(36)^7, E(36)^11, E(36)^17, -1*E(36)^11, E(36), -1*E(36), -1*E(36)^7, E(36)^13, E(36)^5, -1*E(36)^13, -1*E(36)^5, -1*E(36)^13, E(36)^11, -1*E(36), -1*E(36)^5, -1*E(36)^7, -1*E(36)^5, E(36)^5, -1*E(36)^7, E(36)^7, E(36)^5, E(36)^7, E(36)^7, -1*E(36)^5, E(36)^17, -1*E(36)^11, E(36), -1*E(36)^17, -1*E(36)^17, E(36), -1*E(36)^11, E(36)^17, E(36)^7, -1*E(36)^5, E(36)^11, E(36)^13, -1*E(36), E(36), -1*E(36)^17, -1*E(36)^7, E(36)^13, E(36)^5, -1*E(36)^7, -1*E(36)^13, -1*E(36)^13, E(36)^11, E(36)^5, E(36)^13, -1*E(36), -1*E(36)^5, -1*E(36), -1*E(36), -1*E(36)^17, -1*E(36)^17, E(36), -1*E(36)^11, E(36)^17, -1*E(36)^5, E(36)^11, E(36)^11, E(36)^13, E(36)^5, E(36)^13, -1*E(36)^7, -1*E(36), E(36)^17, E(36)^13, E(36), E(36)^17, -1*E(36)^5, -1*E(36)^7, E(36)^7, E(36)^5, -1*E(36)^13, -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^11, E(36), -1*E(36), -1*E(36)^17, E(36)^11, -1*E(36)^13, -1*E(36)^13, -1*E(36)^13, E(36)], [1, -1, 1, -1, 1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, E(36)^8, E(36)^4, E(36)^16, 1, 1, 1, 1, 1, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^14, E(36)^10, -1*E(36)^4, E(36)^2, E(36)^2, E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^2, -1*E(36)^8, E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, E(36)^10, E(36)^14, E(36)^16, -1*E(36)^10, -1*E(36)^16, -1*E(36)^14, E(36)^8, E(36)^4, E(36)^2, -1*E(36)^2, -1*E(36)^8, E(36)^10, -1*E(36)^4, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^17, E(36)^13, E(36)^5, E(36), -1*E(36)^11, -1*E(36)^5, -1*E(36)^17, -1*E(36)^7, E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36), E(36)^5, -1*E(36)^5, -1*E(36)^17, -1*E(36)^11, -1*E(36)^13, -1*E(36)^7, E(36), E(36)^17, E(36)^13, E(36)^11, E(36)^7, -1*E(36), E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^8, -1*E(36)^14, -1*E(36)^2, E(36)^16, -1*E(36)^10, -1*E(36)^14, E(36)^16, -1*E(36)^14, E(36)^16, E(36)^8, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^10, E(36)^4, -1*E(36)^10, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^4, -1*E(36)^2, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, E(36)^14, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^2, E(36)^10, -1*E(36)^14, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^10, -1*E(36)^16, -1*E(36)^4, -1*E(36)^10, -1*E(36)^4, E(36)^16, E(36)^16, -1*E(36)^4, E(36)^8, E(36)^8, -1*E(36)^2, -1*E(36)^14, -1*E(36)^16, E(36)^14, E(36)^10, -1*E(36)^16, E(36)^14, -1*E(36)^10, E(36)^4, -1*E(36)^8, -1*E(36)^14, E(36)^2, E(36)^10, E(36)^2, -1*E(36)^16, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, E(36)^2, E(36)^2, -1*E(36)^8, -1*E(36)^16, -1*E(36)^2, E(36)^14, E(36)^2, E(36)^16, -1*E(36)^16, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^4, -1*E(36)^4, E(36)^14, -1*E(36)^16, -1*E(36)^4, E(36)^10, -1*E(36)^10, E(36)^8, -1*E(36)^4, -1*E(36)^2, E(36)^8, E(36)^8, -1*E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, -1*E(36)^14, -1*E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^8, E(36)^14, E(36)^2, E(36)^4, E(36)^4, E(36)^4, -1*E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^16, -1*E(36)^8, E(36)^14, -1*E(36)^8, E(36)^14, -1*E(36)^2, E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^11, -1*E(36)^11, E(36)^11, -1*E(36)^5, E(36), -1*E(36)^17, -1*E(36)^13, E(36)^7, -1*E(36), -1*E(36)^7, E(36), E(36)^13, -1*E(36)^11, -1*E(36), E(36)^7, E(36)^17, E(36)^11, -1*E(36)^5, -1*E(36)^13, -1*E(36)^7, E(36)^5, -1*E(36)^11, -1*E(36), E(36)^7, -1*E(36)^17, E(36), E(36), E(36)^5, E(36)^7, E(36)^17, -1*E(36)^7, -1*E(36)^11, -1*E(36)^7, -1*E(36), E(36)^7, -1*E(36)^17, E(36)^17, E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36)^5, E(36)^13, E(36)^5, -1*E(36)^7, E(36)^17, E(36)^13, E(36)^11, E(36)^13, -1*E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^13, -1*E(36)^11, -1*E(36)^11, E(36)^13, -1*E(36), E(36)^7, -1*E(36)^17, E(36), E(36), -1*E(36)^17, E(36)^7, -1*E(36), -1*E(36)^11, E(36)^13, -1*E(36)^7, -1*E(36)^5, E(36)^17, -1*E(36)^17, E(36), E(36)^11, -1*E(36)^5, -1*E(36)^13, E(36)^11, E(36)^5, E(36)^5, -1*E(36)^7, -1*E(36)^13, -1*E(36)^5, E(36)^17, E(36)^13, E(36)^17, E(36)^17, E(36), E(36), -1*E(36)^17, E(36)^7, -1*E(36), E(36)^13, -1*E(36)^7, -1*E(36)^7, -1*E(36)^5, -1*E(36)^13, -1*E(36)^5, E(36)^11, E(36)^17, -1*E(36), -1*E(36)^5, -1*E(36)^17, -1*E(36), E(36)^13, E(36)^11, -1*E(36)^11, -1*E(36)^13, E(36)^5, E(36)^13, -1*E(36)^11, -1*E(36), E(36)^7, -1*E(36)^17, E(36)^17, E(36), -1*E(36)^7, E(36)^5, E(36)^5, E(36)^5, -1*E(36)^17], [1, -1, 1, -1, 1, -1, -1*E(36)^6, E(36)^12, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^6, E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, -1*E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^14, E(36)^16, -1*E(36)^10, E(36)^4, -1*E(36)^2, E(36)^8, 1, 1, 1, 1, 1, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, E(36)^16, E(36)^14, E(36)^2, E(36)^10, E(36)^10, -1*E(36)^16, -1*E(36)^14, E(36)^4, -1*E(36)^8, -1*E(36)^2, -1*E(36)^8, -1*E(36)^10, -1*E(36)^4, E(36)^8, E(36)^2, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^8, E(36)^16, E(36)^4, -1*E(36)^2, E(36)^10, -1*E(36)^10, -1*E(36)^4, E(36)^14, E(36)^2, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^13, E(36)^11, E(36)^7, -1*E(36)^5, -1*E(36), -1*E(36)^7, E(36)^13, -1*E(36)^17, E(36)^17, -1*E(36)^11, E(36), E(36)^5, E(36)^7, -1*E(36)^7, E(36)^13, -1*E(36), -1*E(36)^11, -1*E(36)^17, -1*E(36)^5, -1*E(36)^13, E(36)^11, E(36), E(36)^17, E(36)^5, -1*E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^6, -1*E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, -1*E(36)^12, -1*E(36)^6, -1*E(36)^12, -1*E(36)^12, E(36)^12, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^6, E(36)^4, E(36)^16, -1*E(36)^10, E(36)^8, -1*E(36)^14, E(36)^16, E(36)^8, E(36)^16, E(36)^8, E(36)^4, -1*E(36)^14, -1*E(36)^10, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, -1*E(36)^14, -1*E(36)^2, -1*E(36)^14, -1*E(36)^2, E(36)^4, E(36)^8, -1*E(36)^10, E(36)^16, -1*E(36)^2, -1*E(36)^14, E(36)^4, E(36)^16, -1*E(36)^2, -1*E(36)^10, E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, -1*E(36)^3, E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, E(36)^15, -1*E(36)^3, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, E(36)^10, E(36)^10, E(36)^14, E(36)^16, E(36)^14, E(36)^14, -1*E(36)^8, -1*E(36)^14, -1*E(36)^8, E(36)^2, -1*E(36)^14, E(36)^2, E(36)^8, E(36)^8, E(36)^2, E(36)^4, E(36)^4, -1*E(36)^10, E(36)^16, -1*E(36)^8, -1*E(36)^16, E(36)^14, -1*E(36)^8, -1*E(36)^16, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, E(36)^16, E(36)^10, E(36)^14, E(36)^10, -1*E(36)^8, -1*E(36)^10, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^10, E(36)^10, E(36)^10, -1*E(36)^4, -1*E(36)^8, -1*E(36)^10, -1*E(36)^16, E(36)^10, E(36)^8, -1*E(36)^8, E(36)^8, -1*E(36)^4, -1*E(36)^16, E(36)^2, E(36)^2, -1*E(36)^16, -1*E(36)^8, E(36)^2, E(36)^14, -1*E(36)^14, E(36)^4, E(36)^2, -1*E(36)^10, E(36)^4, E(36)^4, E(36)^16, E(36)^2, E(36)^14, E(36)^14, E(36)^16, -1*E(36)^4, -1*E(36)^14, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, E(36)^10, -1*E(36)^2, -1*E(36)^2, -1*E(36)^2, -1*E(36)^4, E(36)^10, -1*E(36)^8, E(36)^2, -1*E(36)^8, E(36)^14, E(36)^8, -1*E(36)^4, -1*E(36)^16, -1*E(36)^4, -1*E(36)^16, -1*E(36)^10, E(36)^17, -1*E(36)^11, -1*E(36)^7, E(36), -1*E(36), E(36), -1*E(36)^7, -1*E(36)^5, E(36)^13, -1*E(36)^11, E(36)^17, E(36)^5, -1*E(36)^17, -1*E(36)^5, E(36)^11, -1*E(36), E(36)^5, E(36)^17, -1*E(36)^13, E(36), -1*E(36)^7, -1*E(36)^11, -1*E(36)^17, E(36)^7, -1*E(36), E(36)^5, E(36)^17, E(36)^13, -1*E(36)^5, -1*E(36)^5, E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36)^17, -1*E(36), -1*E(36)^17, E(36)^5, E(36)^17, E(36)^13, -1*E(36)^13, E(36), -1*E(36)^7, -1*E(36)^11, E(36)^7, E(36)^11, E(36)^7, -1*E(36)^17, -1*E(36)^13, E(36)^11, E(36), E(36)^11, -1*E(36)^11, E(36), -1*E(36), -1*E(36)^11, -1*E(36), -1*E(36), E(36)^11, E(36)^5, E(36)^17, E(36)^13, -1*E(36)^5, -1*E(36)^5, E(36)^13, E(36)^17, E(36)^5, -1*E(36), E(36)^11, -1*E(36)^17, -1*E(36)^7, -1*E(36)^13, E(36)^13, -1*E(36)^5, E(36), -1*E(36)^7, -1*E(36)^11, E(36), E(36)^7, E(36)^7, -1*E(36)^17, -1*E(36)^11, -1*E(36)^7, -1*E(36)^13, E(36)^11, -1*E(36)^13, -1*E(36)^13, -1*E(36)^5, -1*E(36)^5, E(36)^13, E(36)^17, E(36)^5, E(36)^11, -1*E(36)^17, -1*E(36)^17, -1*E(36)^7, -1*E(36)^11, -1*E(36)^7, E(36), -1*E(36)^13, E(36)^5, -1*E(36)^7, E(36)^13, E(36)^5, E(36)^11, E(36), -1*E(36), -1*E(36)^11, E(36)^7, E(36)^11, -1*E(36), E(36)^5, E(36)^17, E(36)^13, -1*E(36)^13, -1*E(36)^5, -1*E(36)^17, E(36)^7, E(36)^7, E(36)^7, E(36)^13], [1, -1, 1, -1, 1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^12, -1*E(36)^12, E(36)^12, -1*E(36)^6, E(36)^6, E(36)^6, -1*E(36)^12, E(36)^6, -1*E(36)^6, E(36)^12, E(36)^4, -1*E(36)^2, E(36)^8, -1*E(36)^14, E(36)^16, -1*E(36)^10, 1, 1, 1, 1, 1, E(36)^15, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, E(36)^3, -1*E(36)^2, -1*E(36)^4, -1*E(36)^16, -1*E(36)^8, -1*E(36)^8, E(36)^2, E(36)^4, -1*E(36)^14, E(36)^10, E(36)^16, E(36)^10, E(36)^8, E(36)^14, -1*E(36)^10, -1*E(36)^16, E(36)^2, E(36)^14, -1*E(36)^4, E(36)^2, -1*E(36)^10, E(36)^4, E(36)^10, -1*E(36)^2, -1*E(36)^14, E(36)^16, -1*E(36)^8, E(36)^8, E(36)^14, -1*E(36)^4, -1*E(36)^16, -1, -1, -1, 1, -1, 1, 1, -1, -1, 1, 1, -1, -1, -1, -1, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, -1*E(36)^6, E(36)^12, E(36)^12, -1*E(36)^6, E(36)^5, -1*E(36)^7, -1*E(36)^11, E(36)^13, E(36)^17, E(36)^11, -1*E(36)^5, E(36), -1*E(36), E(36)^7, -1*E(36)^17, -1*E(36)^13, -1*E(36)^11, E(36)^11, -1*E(36)^5, E(36)^17, E(36)^7, E(36), E(36)^13, E(36)^5, -1*E(36)^7, -1*E(36)^17, -1*E(36), -1*E(36)^13, E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, E(36)^9, E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, -1*E(36)^9, E(36)^9, E(36)^9, -1*E(36)^12, E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^6, E(36)^6, E(36)^12, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, E(36)^6, E(36)^6, E(36)^12, E(36)^6, E(36)^6, -1*E(36)^6, -1*E(36)^6, -1*E(36)^6, E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^12, -1*E(36)^14, -1*E(36)^2, E(36)^8, -1*E(36)^10, E(36)^4, -1*E(36)^2, -1*E(36)^10, -1*E(36)^2, -1*E(36)^10, -1*E(36)^14, E(36)^4, E(36)^8, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, E(36)^4, E(36)^16, E(36)^4, E(36)^16, -1*E(36)^14, -1*E(36)^10, E(36)^8, -1*E(36)^2, E(36)^16, E(36)^4, -1*E(36)^14, -1*E(36)^2, E(36)^16, E(36)^8, -1*E(36)^3, E(36)^3, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^3, E(36)^15, -1*E(36)^15, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, E(36)^3, E(36)^3, -1*E(36)^15, E(36)^15, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^3, E(36)^15, E(36)^3, -1*E(36)^15, -1*E(36)^15, -1*E(36)^3, -1*E(36)^3, -1*E(36)^15, E(36)^3, E(36)^15, E(36)^15, -1*E(36)^3, E(36)^15, E(36)^2, E(36)^14, E(36)^2, -1*E(36)^8, -1*E(36)^8, -1*E(36)^4, -1*E(36)^2, -1*E(36)^4, -1*E(36)^4, E(36)^10, E(36)^4, E(36)^10, -1*E(36)^16, E(36)^4, -1*E(36)^16, -1*E(36)^10, -1*E(36)^10, -1*E(36)^16, -1*E(36)^14, -1*E(36)^14, E(36)^8, -1*E(36)^2, E(36)^10, E(36)^2, -1*E(36)^4, E(36)^10, E(36)^2, E(36)^4, E(36)^16, E(36)^14, -1*E(36)^2, -1*E(36)^8, -1*E(36)^4, -1*E(36)^8, E(36)^10, E(36)^8, -1*E(36)^16, -1*E(36)^4, E(36)^14, -1*E(36)^8, -1*E(36)^8, -1*E(36)^8, E(36)^14, E(36)^10, E(36)^8, E(36)^2, -1*E(36)^8, -1*E(36)^10, E(36)^10, -1*E(36)^10, E(36)^14, E(36)^2, -1*E(36)^16, -1*E(36)^16, E(36)^2, E(36)^10, -1*E(36)^16, -1*E(36)^4, E(36)^4, -1*E(36)^14, -1*E(36)^16, E(36)^8, -1*E(36)^14, -1*E(36)^14, -1*E(36)^2, -1*E(36)^16, -1*E(36)^4, -1*E(36)^4, -1*E(36)^2, E(36)^14, E(36)^4, E(36)^16, E(36)^14, E(36)^2, -1*E(36)^8, E(36)^16, E(36)^16, E(36)^16, E(36)^14, -1*E(36)^8, E(36)^10, -1*E(36)^16, E(36)^10, -1*E(36)^4, -1*E(36)^10, E(36)^14, E(36)^2, E(36)^14, E(36)^2, E(36)^8, -1*E(36), E(36)^7, E(36)^11, -1*E(36)^17, E(36)^17, -1*E(36)^17, E(36)^11, E(36)^13, -1*E(36)^5, E(36)^7, -1*E(36), -1*E(36)^13, E(36), E(36)^13, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36), E(36)^5, -1*E(36)^17, E(36)^11, E(36)^7, E(36), -1*E(36)^11, E(36)^17, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^13, E(36)^13, -1*E(36)^11, -1*E(36), E(36)^5, E(36), E(36)^17, E(36), -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^5, -1*E(36)^17, E(36)^11, E(36)^7, -1*E(36)^11, -1*E(36)^7, -1*E(36)^11, E(36), E(36)^5, -1*E(36)^7, -1*E(36)^17, -1*E(36)^7, E(36)^7, -1*E(36)^17, E(36)^17, E(36)^7, E(36)^17, E(36)^17, -1*E(36)^7, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^13, E(36)^13, -1*E(36)^5, -1*E(36), -1*E(36)^13, E(36)^17, -1*E(36)^7, E(36), E(36)^11, E(36)^5, -1*E(36)^5, E(36)^13, -1*E(36)^17, E(36)^11, E(36)^7, -1*E(36)^17, -1*E(36)^11, -1*E(36)^11, E(36), E(36)^7, E(36)^11, E(36)^5, -1*E(36)^7, E(36)^5, E(36)^5, E(36)^13, E(36)^13, -1*E(36)^5, -1*E(36), -1*E(36)^13, -1*E(36)^7, E(36), E(36), E(36)^11, E(36)^7, E(36)^11, -1*E(36)^17, E(36)^5, -1*E(36)^13, E(36)^11, -1*E(36)^5, -1*E(36)^13, -1*E(36)^7, -1*E(36)^17, E(36)^17, E(36)^7, -1*E(36)^11, -1*E(36)^7, E(36)^17, -1*E(36)^13, -1*E(36), -1*E(36)^5, E(36)^5, E(36)^13, E(36), -1*E(36)^11, -1*E(36)^11, -1*E(36)^11, -1*E(36)^5], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, -2, -2, 2, -2, -2, 2, -2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, 2, 2, -2, 2, -2, -2, -2, 2, -2, 2, 2, -2, 2, -2, -2, -2, -2, -2, -2, -2, -2, 2, -2, -2, 2, -2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, -2, -2, -2, 2, 2, -2, 2, 2, 2, -2, -2, -2, -2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, 2, 2, 2, -2, -2, -2, 2, 2, -2, -2, -2, 2, -2, 2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, 2, -2, -2, -2, -2, 2, -2, -2, 2, 2, -2, 2, 2, 2, -2, -2, -2, -2, -2, -2, -2, 2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2, 2, -2, -2, 2, 2, 2, 2, 2, -2, 2, 2, -2, 2, 2, -2, -2, -2, 2, 2, -2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(3), 2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3), 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 2*E(3), -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, -2, -2, 2, -2, -2, 2, -2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, 2, 2, 2, 2*E(3), 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(3), 2*E(3), 2*E(3), 2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), 2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, -2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), -2*E(3), -2*E(3), -2*E(3), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(3)^-1, 2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3)^-1, 2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, 2*E(3)^-1, -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, -2, -2, 2, -2, -2, 2, -2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, 2, 2, 2, 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3), -2*E(3), 2*E(3), 2*E(3), -2*E(3), 2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), -2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), 2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(3), -2*E(3)^-1, 2*E(3)^-1, -2*E(3), 2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, 2, -2, -2, -2, -2, 2, -2, -2, 2, 2, -2, 2, 2, 2, -2, -2, -2, -2, -2, -2, -2, 2, -2, -2, -2, 2*E(3), 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(3), -2*E(3), -2*E(3), -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3), 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3), 2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), -2*E(3), 2*E(3), 2*E(3)^-1, -2*E(3), 2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3), 2*E(3), -2*E(3), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(3)^-1, -2*E(3), 2*E(3), -2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, 2, -2, -2, -2, -2, 2, -2, -2, 2, 2, -2, 2, 2, 2, -2, -2, -2, -2, -2, -2, -2, 2, -2, -2, -2, 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3), 2*E(3)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3)^-1, 2*E(3), 2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3)^-1, 2*E(3), 2*E(3), -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, 2*E(3), -2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), 2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, 2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, 2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, 2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, -2*E(3)^-1, -2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3), 2*E(3), 2*E(3), -2*E(3), -2*E(3), -2*E(3)^-1, -2*E(3)^-1, 2*E(3)^-1, 2*E(3)^-1, -2*E(3)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, -2, -2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, -2, -2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, -2, -2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, -2, -2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, -2, -2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2], [2, -2, -2, 2, 0, 0, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-4, 2*E(9)^-2, 2*E(9), 2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-2, 2*E(9)^-4, -2*E(9)^2, 2*E(9), -2*E(9), 2*E(9)^-2, -2*E(9)^-4, -2*E(9)^4, 2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, -2*E(9), 2*E(9)^4, -2*E(9)^-1, 2*E(9)^2, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^4, 2*E(9)^-2, 2*E(9), 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9), 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^2, 2*E(9), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-2, 2*E(9)^4, 2*E(9)^-2, 2*E(9), -2*E(9), 2*E(9)^-4, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-4, 2*E(9)^-1, -2*E(9)^-4, 2*E(9)^-1, 2*E(9)^2, -2*E(9)^-4, 2*E(9)^2, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^4, -2*E(9)^4, -2*E(9), -2*E(9)^-2, -2*E(9)^-1, 2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-1, 2*E(9)^-2, -2*E(9)^-4, -2*E(9)^2, 2*E(9)^4, -2*E(9)^-2, 2*E(9), -2*E(9)^-4, -2*E(9), 2*E(9)^-1, -2*E(9), -2*E(9)^2, -2*E(9)^-4, -2*E(9)^4, -2*E(9), -2*E(9), 2*E(9), -2*E(9)^4, -2*E(9)^-1, -2*E(9), -2*E(9)^-2, -2*E(9), -2*E(9)^-1, 2*E(9)^-1, -2*E(9)^-1, -2*E(9)^4, -2*E(9)^-2, 2*E(9)^2, 2*E(9)^2, -2*E(9)^-2, 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-4, -2*E(9)^-4, -2*E(9)^4, -2*E(9)^2, -2*E(9), -2*E(9)^4, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^2, 2*E(9)^-4, 2*E(9)^-4, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-4, -2*E(9)^2, 2*E(9)^4, 2*E(9)^-2, 2*E(9), -2*E(9)^2, -2*E(9)^2, -2*E(9)^2, 2*E(9)^4, 2*E(9), -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, 2*E(9)^-4, -2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, -2*E(9), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^-2, 2*E(9), 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^2, 2*E(9)^4, -2*E(9)^-2, 2*E(9)^-1, -2*E(9)^-1, 2*E(9)^2, -2*E(9)^4, -2*E(9)^-4, 2*E(9), -2*E(9)^-2, -2*E(9), -2*E(9)^-1, 2*E(9)^-4, -2*E(9), 2*E(9)^-2, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-1, 2*E(9), 2*E(9)^4, 2*E(9)^2, 2*E(9), 2*E(9)^2, 2*E(9), 2*E(9)^-4, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^2, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-1, -2*E(9)^-1, 2*E(9)^4, -2*E(9)^2, -2*E(9)^4, -2*E(9)^4, 2*E(9), -2*E(9)^4, 2*E(9), 2*E(9)^-2, -2*E(9)^4, 2*E(9)^-2, -2*E(9), -2*E(9), -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^2, -2*E(9), 2*E(9)^2, -2*E(9)^4, -2*E(9), 2*E(9)^2, -2*E(9)^4, -2*E(9)^-2, 2*E(9)^-4, -2*E(9)^2, 2*E(9)^-1, -2*E(9)^4, -2*E(9)^-1, 2*E(9), -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-1, 2*E(9)^-1, -2*E(9)^-4, -2*E(9), -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, -2*E(9), 2*E(9), -2*E(9), -2*E(9)^-4, -2*E(9)^2, 2*E(9)^-2, 2*E(9)^-2, -2*E(9)^2, 2*E(9), 2*E(9)^-2, 2*E(9)^4, -2*E(9)^4, -2*E(9)^-4, -2*E(9)^-2, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-2, 2*E(9)^4, 2*E(9)^4, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^4, -2*E(9)^-2, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-1, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^-2, 2*E(9)^-4, 2*E(9)^-1, -2*E(9), -2*E(9)^-2, -2*E(9), 2*E(9)^4, -2*E(9), 2*E(9)^-4, 2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, 0, 0, 0, 0, 2*E(9)^2, 2*E(9), 2*E(9)^4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9), 2*E(9)^2, -2*E(9)^-1, 2*E(9)^4, -2*E(9)^4, 2*E(9), -2*E(9)^2, -2*E(9)^-2, 2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^4, 2*E(9)^-2, -2*E(9)^-4, 2*E(9)^-1, -2*E(9), -2*E(9)^-2, -2*E(9)^2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-2, 2*E(9), 2*E(9)^4, 2*E(9)^-4, 2*E(9)^2, 2*E(9), 2*E(9)^-4, 2*E(9), 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-2, 2*E(9), 2*E(9)^-1, 2*E(9)^4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9), 2*E(9)^-2, 2*E(9), 2*E(9)^4, -2*E(9)^4, 2*E(9)^2, -2*E(9), -2*E(9)^2, -2*E(9)^2, 2*E(9)^-4, -2*E(9)^2, 2*E(9)^-4, 2*E(9)^-1, -2*E(9)^2, 2*E(9)^-1, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^4, -2*E(9), -2*E(9)^-4, 2*E(9), -2*E(9)^2, -2*E(9)^-4, 2*E(9), -2*E(9)^2, -2*E(9)^-1, 2*E(9)^-2, -2*E(9), 2*E(9)^4, -2*E(9)^2, -2*E(9)^4, 2*E(9)^-4, -2*E(9)^4, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^4, 2*E(9)^4, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^4, -2*E(9), -2*E(9)^4, -2*E(9)^-4, 2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-2, -2*E(9), 2*E(9)^-1, 2*E(9)^-1, -2*E(9), 2*E(9)^-4, 2*E(9)^-1, 2*E(9)^2, -2*E(9)^2, -2*E(9)^-2, -2*E(9)^-1, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-2, -2*E(9), -2*E(9)^-1, 2*E(9)^2, 2*E(9)^2, -2*E(9), -2*E(9)^-2, -2*E(9)^2, -2*E(9)^-1, 2*E(9)^-2, 2*E(9), 2*E(9)^4, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^-1, 2*E(9)^-2, 2*E(9)^4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, 2*E(9)^2, -2*E(9)^-4, 2*E(9)^-2, 2*E(9), -2*E(9)^-2, -2*E(9), -2*E(9)^4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^2, 2*E(9), 2*E(9)^4, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-1, 2*E(9)^-2, -2*E(9), 2*E(9)^-4, -2*E(9)^-4, 2*E(9)^-1, -2*E(9)^-2, -2*E(9)^2, 2*E(9)^4, -2*E(9), -2*E(9)^4, -2*E(9)^-4, 2*E(9)^2, -2*E(9)^4, 2*E(9), -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-2, 2*E(9), 2*E(9)^-2, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-1, 2*E(9), 2*E(9)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-1, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-4, -2*E(9)^-4, 2*E(9)^-2, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^-2, 2*E(9)^4, -2*E(9)^-2, 2*E(9)^4, 2*E(9), -2*E(9)^-2, 2*E(9), -2*E(9)^4, -2*E(9)^4, -2*E(9), -2*E(9)^2, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^4, 2*E(9)^-1, -2*E(9)^-2, -2*E(9)^4, 2*E(9)^-1, -2*E(9)^-2, -2*E(9), 2*E(9)^2, -2*E(9)^-1, 2*E(9)^-4, -2*E(9)^-2, -2*E(9)^-4, 2*E(9)^4, -2*E(9)^-4, -2*E(9), -2*E(9)^-2, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-4, 2*E(9)^-4, -2*E(9)^2, -2*E(9)^4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^4, 2*E(9)^4, -2*E(9)^4, -2*E(9)^2, -2*E(9)^-1, 2*E(9), 2*E(9), -2*E(9)^-1, 2*E(9)^4, 2*E(9), 2*E(9)^-2, -2*E(9)^-2, -2*E(9)^2, -2*E(9), -2*E(9)^-4, -2*E(9)^2, -2*E(9)^2, -2*E(9)^-1, -2*E(9), 2*E(9)^-2, 2*E(9)^-2, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-2, -2*E(9), 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-4, -2*E(9), -2*E(9), -2*E(9), 2*E(9)^2, 2*E(9)^-4, -2*E(9)^4, -2*E(9), -2*E(9)^4, 2*E(9)^-2, -2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, 2*E(9), 2*E(9)^-4, 2*E(9)^2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^4, 2*E(9)^-1, -2*E(9)^-4, 2*E(9)^-2, -2*E(9)^-2, 2*E(9)^4, -2*E(9)^-1, -2*E(9), 2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-2, 2*E(9), -2*E(9)^2, 2*E(9)^-4, -2*E(9)^4, -2*E(9), -2*E(9)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9), 2*E(9)^4, 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^2, 2*E(9)^4, 2*E(9)^2, 2*E(9), 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9), 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^4, 2*E(9), 2*E(9)^4, 2*E(9)^-2, -2*E(9)^-2, 2*E(9)^-1, -2*E(9)^4, -2*E(9)^-1, -2*E(9)^-1, 2*E(9)^2, -2*E(9)^-1, 2*E(9)^2, 2*E(9)^-4, -2*E(9)^-1, 2*E(9)^-4, -2*E(9)^2, -2*E(9)^2, -2*E(9)^-4, -2*E(9), -2*E(9), -2*E(9)^-2, -2*E(9)^4, -2*E(9)^2, 2*E(9)^4, -2*E(9)^-1, -2*E(9)^2, 2*E(9)^4, -2*E(9)^-1, -2*E(9)^-4, 2*E(9), -2*E(9)^4, 2*E(9)^-2, -2*E(9)^-1, -2*E(9)^-2, 2*E(9)^2, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-1, -2*E(9), -2*E(9)^-2, -2*E(9)^-2, 2*E(9)^-2, -2*E(9), -2*E(9)^2, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^2, 2*E(9)^2, -2*E(9)^2, -2*E(9), -2*E(9)^4, 2*E(9)^-4, 2*E(9)^-4, -2*E(9)^4, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^-1, -2*E(9)^-1, -2*E(9), -2*E(9)^-4, -2*E(9)^-2, -2*E(9), -2*E(9), -2*E(9)^4, -2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-1, -2*E(9)^4, -2*E(9), -2*E(9)^-1, -2*E(9)^-4, 2*E(9), 2*E(9)^4, 2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-4, 2*E(9), 2*E(9)^-2, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, 2*E(9)^-1, -2*E(9)^2, 2*E(9), 2*E(9)^4, -2*E(9), -2*E(9)^4, -2*E(9)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, -2, -2, 2, 0, 0, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, 0, 0, 0, 0, 2*E(9), 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-4, 2*E(9), -2*E(9)^4, 2*E(9)^2, -2*E(9)^2, 2*E(9)^-4, -2*E(9), -2*E(9)^-1, 2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^2, 2*E(9)^-1, -2*E(9)^-2, 2*E(9)^4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, -2, -2, 2, -2, -2, -2, -2, -2, -2, 2, 2, 2, 2, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-2, 2*E(9), 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^2, 2*E(9), 2*E(9)^4, 2*E(9), 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^2, -2*E(9)^2, 2*E(9), -2*E(9)^-4, -2*E(9), -2*E(9), 2*E(9)^-2, -2*E(9), 2*E(9)^-2, 2*E(9)^4, -2*E(9), 2*E(9)^4, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-2, 2*E(9)^-4, -2*E(9), -2*E(9)^-2, 2*E(9)^-4, -2*E(9), -2*E(9)^4, 2*E(9)^-1, -2*E(9)^-4, 2*E(9)^2, -2*E(9), -2*E(9)^2, 2*E(9)^-2, -2*E(9)^2, -2*E(9)^4, -2*E(9), -2*E(9)^-1, -2*E(9)^2, -2*E(9)^2, 2*E(9)^2, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-2, 2*E(9)^-2, -2*E(9)^-2, -2*E(9)^-1, -2*E(9)^-4, 2*E(9)^4, 2*E(9)^4, -2*E(9)^-4, 2*E(9)^-2, 2*E(9)^4, 2*E(9), -2*E(9), -2*E(9)^-1, -2*E(9)^4, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^4, 2*E(9), 2*E(9), -2*E(9)^-4, -2*E(9)^-1, -2*E(9), -2*E(9)^4, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^2, -2*E(9)^4, -2*E(9)^4, -2*E(9)^4, 2*E(9)^-1, 2*E(9)^2, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, 2*E(9), -2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-4, 2*E(9)^-2, 2*E(9), 2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-2, -2*E(9)^-4, 2*E(9)^2, -2*E(9), 2*E(9), -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^4, -2*E(9)^-1, -2*E(9)^2, 2*E(9)^-1, -2*E(9), -2*E(9)^4, -2*E(9)^-1, -2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^4, 2*E(9)^-2, 2*E(9), 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9), 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^2, 2*E(9), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, -2*E(9), 2*E(9), -2*E(9)^-4, -2*E(9)^-2, 2*E(9)^-4, 2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-1, 2*E(9)^2, -2*E(9)^4, -2*E(9)^4, -2*E(9), -2*E(9)^-2, 2*E(9)^-1, -2*E(9)^-2, 2*E(9)^-4, 2*E(9)^-1, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^4, -2*E(9)^-2, -2*E(9), 2*E(9)^-4, 2*E(9), -2*E(9)^-1, -2*E(9), 2*E(9)^2, 2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9), -2*E(9), 2*E(9)^4, 2*E(9)^-1, -2*E(9), 2*E(9)^-2, 2*E(9), -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, -2*E(9)^2, -2*E(9)^2, 2*E(9)^-2, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^4, 2*E(9)^2, -2*E(9), -2*E(9)^4, -2*E(9)^4, -2*E(9)^-2, 2*E(9)^2, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-2, 2*E(9)^4, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^4, -2*E(9)^-2, -2*E(9), -2*E(9)^2, -2*E(9)^2, -2*E(9)^2, -2*E(9)^4, -2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-1, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^4, -2*E(9)^-2, 2*E(9)^4, 2*E(9)^-2, -2*E(9), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^-2, 2*E(9), 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^2, -2*E(9)^4, 2*E(9)^-2, -2*E(9)^-1, 2*E(9)^-1, -2*E(9)^2, -2*E(9)^4, -2*E(9)^-4, -2*E(9), -2*E(9)^-2, 2*E(9), -2*E(9)^-1, -2*E(9)^-4, -2*E(9), -2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-1, 2*E(9), 2*E(9)^4, 2*E(9)^2, 2*E(9), 2*E(9)^2, 2*E(9), 2*E(9)^-4, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-1, 2*E(9)^-1, -2*E(9)^4, -2*E(9)^2, 2*E(9)^4, 2*E(9)^4, -2*E(9), -2*E(9)^4, -2*E(9), -2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, -2*E(9), -2*E(9), 2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^2, 2*E(9), -2*E(9)^2, 2*E(9)^4, 2*E(9), -2*E(9)^2, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-1, 2*E(9)^4, 2*E(9)^-1, -2*E(9), -2*E(9)^-1, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-1, -2*E(9)^-1, 2*E(9)^-4, 2*E(9), -2*E(9)^-1, 2*E(9)^2, 2*E(9)^-1, -2*E(9), -2*E(9), -2*E(9), 2*E(9)^-4, 2*E(9)^2, -2*E(9)^-2, -2*E(9)^-2, 2*E(9)^2, -2*E(9), -2*E(9)^-2, -2*E(9)^4, -2*E(9)^4, -2*E(9)^-4, 2*E(9)^-2, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^2, 2*E(9)^-2, -2*E(9)^4, -2*E(9)^4, -2*E(9)^2, 2*E(9)^-4, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9), -2*E(9)^4, -2*E(9), -2*E(9)^-4, -2*E(9)^2, 2*E(9)^-4, 2*E(9)^2, -2*E(9)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 0, 0, 0, 0, 2*E(9)^2, 2*E(9), 2*E(9)^4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9), -2*E(9)^2, 2*E(9)^-1, -2*E(9)^4, 2*E(9)^4, -2*E(9), -2*E(9)^2, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-1, 2*E(9)^-4, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9)^2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-2, 2*E(9), 2*E(9)^4, 2*E(9)^-4, 2*E(9)^2, 2*E(9), 2*E(9)^-4, 2*E(9), 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-2, 2*E(9), 2*E(9)^-1, 2*E(9)^4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9), -2*E(9)^-2, -2*E(9), -2*E(9)^4, 2*E(9)^4, -2*E(9)^2, -2*E(9), 2*E(9)^2, 2*E(9)^2, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^-4, 2*E(9)^-1, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^4, -2*E(9), 2*E(9)^-4, -2*E(9), 2*E(9)^2, 2*E(9)^-4, -2*E(9), -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-2, -2*E(9), -2*E(9)^4, 2*E(9)^2, 2*E(9)^4, -2*E(9)^-4, -2*E(9)^4, 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^4, -2*E(9)^4, 2*E(9)^-2, 2*E(9)^-4, -2*E(9)^4, 2*E(9), 2*E(9)^4, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-4, 2*E(9)^-2, 2*E(9), -2*E(9)^-1, -2*E(9)^-1, 2*E(9), -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^2, -2*E(9)^-2, 2*E(9)^-1, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-2, -2*E(9), 2*E(9)^-1, -2*E(9)^2, -2*E(9)^2, -2*E(9), 2*E(9)^-2, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-2, -2*E(9), -2*E(9)^4, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-4, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-2, -2*E(9), 2*E(9)^-2, 2*E(9), -2*E(9)^4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 0, 0, 0, 0, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^2, 2*E(9), 2*E(9)^4, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-1, -2*E(9)^-2, 2*E(9), -2*E(9)^-4, 2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^2, -2*E(9)^4, -2*E(9), 2*E(9)^4, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^4, -2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^2, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-2, 2*E(9), 2*E(9)^-2, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-1, 2*E(9), 2*E(9)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-4, 2*E(9)^-4, -2*E(9)^-2, -2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-2, -2*E(9)^4, -2*E(9)^-2, -2*E(9)^4, -2*E(9), -2*E(9)^-2, -2*E(9), -2*E(9)^4, -2*E(9)^4, 2*E(9), -2*E(9)^2, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-1, 2*E(9)^4, -2*E(9)^-1, 2*E(9)^-2, 2*E(9)^4, -2*E(9)^-1, -2*E(9)^-2, -2*E(9), -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-4, -2*E(9)^4, -2*E(9)^-4, 2*E(9), 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^-4, -2*E(9)^-4, 2*E(9)^2, 2*E(9)^4, -2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-4, -2*E(9)^4, -2*E(9)^4, -2*E(9)^4, 2*E(9)^2, 2*E(9)^-1, -2*E(9), -2*E(9), 2*E(9)^-1, -2*E(9)^4, -2*E(9), -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^2, 2*E(9), -2*E(9)^-4, -2*E(9)^2, -2*E(9)^2, -2*E(9)^-1, 2*E(9), -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^-1, 2*E(9)^2, -2*E(9)^-2, -2*E(9), -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-4, -2*E(9), -2*E(9), -2*E(9), -2*E(9)^2, -2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9)^4, -2*E(9)^-2, -2*E(9)^4, -2*E(9)^2, -2*E(9)^-1, 2*E(9)^2, 2*E(9)^-1, -2*E(9)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 0, 0, 0, 0, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, 2*E(9), 2*E(9)^-4, 2*E(9)^2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^4, -2*E(9)^-1, 2*E(9)^-4, -2*E(9)^-2, 2*E(9)^-2, -2*E(9)^4, -2*E(9)^-1, -2*E(9), -2*E(9)^2, -2*E(9)^-4, 2*E(9)^2, -2*E(9)^-2, -2*E(9), -2*E(9)^2, -2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9), 2*E(9)^4, 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^2, 2*E(9)^4, 2*E(9)^2, 2*E(9), 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-4, 2*E(9), 2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9), 2*E(9)^4, 2*E(9)^-4, 2*E(9)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^4, -2*E(9), -2*E(9)^4, -2*E(9)^-2, 2*E(9)^-2, -2*E(9)^-1, -2*E(9)^4, 2*E(9)^-1, 2*E(9)^-1, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^2, 2*E(9)^-4, -2*E(9), -2*E(9), -2*E(9)^-2, -2*E(9)^4, 2*E(9)^2, -2*E(9)^4, 2*E(9)^-1, 2*E(9)^2, -2*E(9)^4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9), -2*E(9)^4, -2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-2, -2*E(9)^2, -2*E(9)^-2, 2*E(9)^-4, 2*E(9)^-1, 2*E(9), 2*E(9)^-2, 2*E(9)^-2, -2*E(9)^-2, 2*E(9), 2*E(9)^2, -2*E(9)^-2, 2*E(9)^4, 2*E(9)^-2, -2*E(9)^2, -2*E(9)^2, -2*E(9)^2, 2*E(9), 2*E(9)^4, -2*E(9)^-4, -2*E(9)^-4, 2*E(9)^4, -2*E(9)^2, -2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-1, -2*E(9), 2*E(9)^-4, -2*E(9)^-2, -2*E(9), -2*E(9), -2*E(9)^4, 2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^4, 2*E(9), -2*E(9)^-1, -2*E(9)^-4, -2*E(9), -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-4, -2*E(9)^-4, -2*E(9)^-4, -2*E(9), -2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^2, -2*E(9)^-1, -2*E(9)^2, -2*E(9), -2*E(9)^4, 2*E(9), 2*E(9)^4, -2*E(9)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, -2, -2, 0, 0, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, 0, 0, 0, 0, 2*E(9), 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-1, 2*E(9)^4, 2*E(9)^-2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^-4, -2*E(9), 2*E(9)^4, -2*E(9)^2, 2*E(9)^2, -2*E(9)^-4, -2*E(9), -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^4, 2*E(9)^-2, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-2, -2*E(9)^4, 2*E(9)^-4, 2*E(9)^-1, 2*E(9), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 2, 2, -2, -2, -2, -2, 2, 2, -2, -2, -2, -2, -2, -2, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, 2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^-3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^3, -2*E(9)^3, 2*E(9)^3, 2*E(9)^-3, 2*E(9)^-3, -2*E(9)^3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^-3, -2*E(9)^3, 2*E(9)^3, -2*E(9)^3, -2*E(9)^3, -2*E(9)^3, 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^2, 2*E(9)^-2, 2*E(9), 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-4, 2*E(9)^-2, 2*E(9)^-1, 2*E(9), 2*E(9)^2, 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^2, 2*E(9), 2*E(9)^4, 2*E(9), 2*E(9)^4, 2*E(9)^-1, 2*E(9)^-2, 2*E(9)^2, 2*E(9)^-4, 2*E(9)^4, 2*E(9), 2*E(9)^-1, 2*E(9)^-4, 2*E(9)^4, 2*E(9)^2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(9)^-4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^2, 2*E(9)^2, -2*E(9), -2*E(9)^-4, 2*E(9), 2*E(9), -2*E(9)^-2, -2*E(9), -2*E(9)^-2, -2*E(9)^4, -2*E(9), -2*E(9)^4, -2*E(9)^-2, -2*E(9)^-2, 2*E(9)^4, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^2, -2*E(9)^-4, 2*E(9)^-2, -2*E(9)^-4, 2*E(9), 2*E(9)^-2, -2*E(9)^-4, -2*E(9), -2*E(9)^4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^2, 2*E(9), 2*E(9)^2, -2*E(9)^-2, -2*E(9)^2, 2*E(9)^4, 2*E(9), 2*E(9)^-1, 2*E(9)^2, 2*E(9)^2, -2*E(9)^2, 2*E(9)^-1, 2*E(9)^-2, -2*E(9)^2, 2*E(9)^-4, 2*E(9)^2, -2*E(9)^-2, -2*E(9)^-2, -2*E(9)^-2, 2*E(9)^-1, 2*E(9)^-4, -2*E(9)^4, -2*E(9)^4, 2*E(9)^-4, -2*E(9)^-2, -2*E(9)^4, -2*E(9), -2*E(9), -2*E(9)^-1, 2*E(9)^4, -2*E(9)^2, -2*E(9)^-1, -2*E(9)^-1, -2*E(9)^-4, 2*E(9)^4, -2*E(9), -2*E(9), -2*E(9)^-4, 2*E(9)^-1, -2*E(9), -2*E(9)^4, -2*E(9)^-1, -2*E(9)^-4, -2*E(9)^2, -2*E(9)^4, -2*E(9)^4, -2*E(9)^4, -2*E(9)^-1, -2*E(9)^2, 2*E(9)^-2, 2*E(9)^4, 2*E(9)^-2, -2*E(9), -2*E(9)^-2, -2*E(9)^-1, -2*E(9)^-4, 2*E(9)^-1, 2*E(9)^-4, -2*E(9)^2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16], [2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)+E(11)^-1, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^4+E(11)^-4, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^4+E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^3+E(11)^-3, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)+E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^2-E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^5+E(11)^-5, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^2-E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^2+E(11)^-2, 0, 0, 0, 0, 0, 0, 0, 0, -2, 2, -2, 2, -2, 2, -2, -2, 2, -2, -2, -2, 2, -2, 2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^2+E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(11)-E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, E(11)^2+E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, E(11)^5+E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, E(11)+E(11)^-1, E(11)^3+E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)^5+E(11)^-5, E(11)^3+E(11)^-3, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)+E(11)^-1, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)^2+E(11)^-2, E(11)^5+E(11)^-5, E(11)+E(11)^-1, E(11)+E(11)^-1, E(11)^4+E(11)^-4, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)^3+E(11)^-3, E(11)^5+E(11)^-5, E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, E(11)^2+E(11)^-2, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^3+E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)-E(11)^-1, -1*E(11)^3-E(11)^-3, E(11)^4+E(11)^-4, -1*E(11)^2-E(11)^-2, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^5-E(11)^-5, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^4+E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^4-E(11)^-4, -1*E(11)^3-E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)-E(11)^-1, E(11)+E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^2-E(11)^-2, E(11)^4+E(11)^-4, E(11)^2+E(11)^-2, E(11)^3+E(11)^-3, -1*E(11)^3-E(11)^-3, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^2-E(11)^-2, -1*E(11)^2-E(11)^-2, -1*E(11)^3-E(11)^-3, -1*E(11)-E(11)^-1, -1*E(11)^2-E(11)^-2, E(11)^2+E(11)^-2, E(11)+E(11)^-1, -1*E(11)^4-E(11)^-4, -1*E(11)^4-E(11)^-4, -1*E(11)^5-E(11)^-5, -1*E(11)^5-E(11)^-5, E(11)+E(11)^-1, E(11)^5+E(11)^-5, E(11)+E(11)^-1, -1*E(11)^2-E(11)^-2, -1*E(11)-E(11)^-1, -1*E(11)^4-E(11)^-4, E(11)^2+E(11)^-2, E(11)^2+E(11)^-2, -1*E(11)^5-E(11)^-5, -1*E(11)^4-E(11)^-4, -1*E(11)-E(11)^-1, E(11)^5+E(11)^-5, -1*E(11)^4-E(11)^-4, E(11)^5+E(11)^-5, E(11)+E(11)^-1, -1*E(11)^3-E(11)^-3, -1*E(11)^5-E(11)^-5, -1*E(11)^3-E(11)^-3, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, -1*E(11)^5+E(11)^-5, E(11)-E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)-E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)^3-E(11)^-3, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^5+E(11)^-5, -1*E(11)^4+E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, E(11)-E(11)^-1, E(11)-E(11)^-1, E(11)-E(11)^-1, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)-E(11)^-1, E(11)^5-E(11)^-5, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)-E(11)^-1, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)+E(11)^-1, E(11)^2-E(11)^-2, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)^3+E(11)^-3, E(11)^3-E(11)^-3, E(11)^5-E(11)^-5, -1*E(11)^3+E(11)^-3, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)+E(11)^-1, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^2+E(11)^-2, E(11)^2-E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, -1*E(11)^2+E(11)^-2, E(11)^3-E(11)^-3, -1*E(11)+E(11)^-1, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2, -1*E(11)^4+E(11)^-4, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, -1*E(11)^3+E(11)^-3, -1*E(11)^3+E(11)^-3, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, E(11)^4-E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^4-E(11)^-4, E(11)^5-E(11)^-5, -1*E(11)^4+E(11)^-4, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, -1*E(11)^4+E(11)^-4, E(11)-E(11)^-1, E(11)^2-E(11)^-2, -1*E(11)^2+E(11)^-2, -1*E(11)+E(11)^-1, -1*E(11)^5+E(11)^-5, -1*E(11)^5+E(11)^-5, E(11)^2-E(11)^-2, E(11)^4-E(11)^-4, E(11)^3-E(11)^-3, E(11)^2-E(11)^-2], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(44)^11, 2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(44)^11, -2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^7+E(44)^15, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(44)^11, 2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, E(44)^9+E(44)^13, E(44)^3+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(44)^11, -2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(44)^11, 2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^9+E(44)^13, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^9+E(44)^13], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(44)^11, -2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3+E(44)^19, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(44)^11, 2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^3+E(44)^19, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(44)^11, -2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^3+E(44)^19, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(44)^11, 2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^7+E(44)^15, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, E(44)^7+E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^9-E(44)^13, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(44)^11, -2*E(44)^11, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 0, 0, 0, 0, 2, -2, -2, -2, -2, -2, 2, 2, -2, 2, -2, 2, -2, 2, -2, -2, -2, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, -2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 2*E(44)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^7+E(44)^15, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^9+E(44)^13, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^9+E(44)^13, -1*E(44)^7-E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^7-E(44)^15, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, E(44)^9+E(44)^13, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^9-E(44)^13, -1*E(44)^7-E(44)^15, -1*E(44)^3-E(44)^19, -1*E(44)^9-E(44)^13, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^9+E(44)^13, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, -1*E(44)^5-E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^7+E(44)^15, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, -1*E(44)^3-E(44)^19, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, -1*E(44)^3-E(44)^19, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^7+E(44)^15, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, E(44)^3+E(44)^19, E(44)^5+E(44)^17, E(44)^5+E(44)^17, E(44)^5+E(44)^17, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^3+E(44)^5-E(44)^7+E(44)^9-E(44)^11+E(44)^13-E(44)^15+E(44)^17-E(44)^19, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, -1*E(44)^3-E(44)^19, E(44)^7+E(44)^15, -1*E(44)^5-E(44)^17, -1*E(44)^5-E(44)^17, -1*E(44)^9-E(44)^13, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^9+E(44)^13, -1*E(44)^5-E(44)^17, E(44)^5+E(44)^17, -1*E(44)^7-E(44)^15, E(44)^5+E(44)^17, E(44)^7+E(44)^15, E(44)^3+E(44)^19, E(44)^3+E(44)^19, -1*E(44)^7-E(44)^15, E(44)^9+E(44)^13, E(44)^9+E(44)^13, -1*E(44)^3-E(44)^19, E(44)^5+E(44)^17, E(44)^3-E(44)^5+E(44)^7-E(44)^9+E(44)^11-E(44)^13+E(44)^15-E(44)^17+E(44)^19, E(44)^3+E(44)^19], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)+E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)+E(44)^-1, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)+E(44)^-1, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^2-E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(44)^7-E(44)^-7, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)+E(44)^-1, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)+E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)+E(44)^-1, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^3+E(44)^-3], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2, 2, 2, 2, 2, 2, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, 0, 0, 0, 0, 0, 0, 0, 0, -2, -2, 2, -2, 2, -2, -2, -2, -2, -2, 2, -2, -2, -2, -2, 2, 2, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(44)^7+E(44)^-7, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^2-E(44)^-2, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^6-E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, -1*E(44)^6-E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^8-E(44)^-8, E(44)^6+E(44)^-6, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^10-E(44)^-10, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^10+E(44)^-10, E(44)^4+E(44)^-4, -1*E(44)^10-E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^4-E(44)^-4, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^2+E(44)^-2, -1*E(44)^2-E(44)^-2, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, E(44)^4+E(44)^-4, E(44)^8+E(44)^-8, E(44)^8+E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^10-E(44)^-10, -1*E(44)^10-E(44)^-10, -1*E(44)^4-E(44)^-4, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, E(44)^4+E(44)^-4, E(44)^4+E(44)^-4, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, E(44)^8+E(44)^-8, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, E(44)^10+E(44)^-10, E(44)^6+E(44)^-6, -1*E(44)^2-E(44)^-2, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, E(44)^10+E(44)^-10, -1*E(44)^4-E(44)^-4, E(44)^8+E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^6-E(44)^-6, E(44)^2+E(44)^-2, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^8-E(44)^-8, -1*E(44)^4-E(44)^-4, E(44)^6+E(44)^-6, -1*E(44)^8-E(44)^-8, -1*E(44)^8-E(44)^-8, -1*E(44)^2-E(44)^-2, -1*E(44)^6-E(44)^-6, E(44)^4+E(44)^-4, E(44)^2+E(44)^-2, E(44)^6+E(44)^-6, E(44)^2+E(44)^-2, -1*E(44)^4-E(44)^-4, -1*E(44)^10-E(44)^-10, -1*E(44)^2-E(44)^-2, E(44)^10+E(44)^-10, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^9-E(44)^-9, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)-E(44)^-1, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^7+E(44)^-7, -1*E(44)^7-E(44)^-7, E(44)^7+E(44)^-7, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^7-E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, E(44)+E(44)^-1, -1*E(44)^7-E(44)^-7, E(44)^9+E(44)^-9, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, E(44)^5+E(44)^-5, E(44)+E(44)^-1, E(44)^3+E(44)^-3, E(44)^7+E(44)^-7, E(44)^9+E(44)^-9, -1*E(44)^7-E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^9+E(44)^-9, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)^3+E(44)^-3, -1*E(44)^3-E(44)^-3, -1*E(44)-E(44)^-1, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)-E(44)^-1, E(44)^7+E(44)^-7, E(44)+E(44)^-1, E(44)^3+E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^5-E(44)^-5, -1*E(44)^3-E(44)^-3, E(44)+E(44)^-1, E(44)^7+E(44)^-7, -1*E(44)-E(44)^-1, -1*E(44)^3-E(44)^-3, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)+E(44)^-1, E(44)+E(44)^-1, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^3-E(44)^-3, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, E(44)^5+E(44)^-5, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, -1*E(44)^5-E(44)^-5, E(44)^9+E(44)^-9, E(44)^5+E(44)^-5, -1*E(44)^5-E(44)^-5, E(44)^7+E(44)^-7, -1*E(44)^5-E(44)^-5, -1*E(44)^7-E(44)^-7, -1*E(44)^3-E(44)^-3, E(44)^3+E(44)^-3, -1*E(44)^7-E(44)^-7, -1*E(44)^9-E(44)^-9, -1*E(44)^9-E(44)^-9, E(44)^3+E(44)^-3, E(44)^5+E(44)^-5, E(44)+E(44)^-1, -1*E(44)^3-E(44)^-3], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16], [2, 2, 2, 2, 0, 0, 2, 2, -2, -2, 0, 0, 2, 2, 2, 2, 2, 2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, -2, -2, -2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, E(33)^6+E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)+E(33)^10, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, -1*E(33)^8+E(33)^14, -1*E(33)^5+E(33)^-16, -1*E(33)^5+E(33)^-16, E(33)-E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^8-E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8+E(33)^14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, E(33)^6+E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, E(33)-E(33)^10, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)-E(33)^10, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^8-E(33)^14, E(33)-E(33)^10, -1*E(33)+E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)-E(33)^10, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^8-E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, E(33)^3+E(33)^14+E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, E(33)^6+E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)+E(33)^10, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, E(33)^4-E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, E(33)-E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, E(33)^8-E(33)^14, E(33)^5-E(33)^-16, E(33)^5-E(33)^-16, -1*E(33)+E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^8+E(33)^14, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8-E(33)^14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, E(33)^6+E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8+E(33)^14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)+E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, E(33)^8-E(33)^14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)+E(33)^10, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)+E(33)^10, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, E(33)-E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, E(33)-E(33)^10, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^8+E(33)^14, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, E(33)^15+E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7, E(33)^8-E(33)^14, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, E(33)-E(33)^10, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)-E(33)^10, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, E(33)^5-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, E(33)^5-E(33)^-16, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, E(33)^15+E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^5-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, E(33)-E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, E(33)^5-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, E(33)^4-E(33)^7, E(33)^8-E(33)^14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^5+E(33)^-16, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, E(33)^15+E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, E(33)-E(33)^10, E(33)^8-E(33)^14, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)+E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, E(33)^15+E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^5+E(33)^-16, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^4+E(33)^7, -1*E(33)^8+E(33)^14, E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, E(33)-E(33)^10, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)-E(33)^10, E(33)^8-E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, E(33)^5-E(33)^-16, E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, E(33)^3+E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^8-E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^8-E(33)^14, E(33)^8-E(33)^14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, E(33)-E(33)^10, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, E(33)-E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, E(33)^3+E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)-E(33)^10, -1*E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, E(33)-E(33)^10, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^8-E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, E(33)^3+E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^8-E(33)^14, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^8+E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)+E(33)^10, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, E(33)^3+E(33)^14+E(33)^-14, E(33)^5-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)-E(33)^10, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^5-E(33)^-16, E(33)-E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^8+E(33)^14, -1*E(33)^8+E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, E(33)-E(33)^10, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)+E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, E(33)^3+E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^6-E(33)^-6, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^3-E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)^4+E(33)^7, E(33)^5+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)+E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^5+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)+E(33)^10, E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5-E(33)^-16, E(33)^4-E(33)^7, E(33)^3+E(33)^14+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^5-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, E(33)^9+E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8+E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^8-E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, E(33)-E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^5+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)+E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, E(33)^9+E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, E(33)^8-E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^8-E(33)^14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, E(33)-E(33)^10, -1*E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)+E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, -1*E(33)+E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)+E(33)^10, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)^8+E(33)^14, E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)-E(33)^10], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, E(33)^9+E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^8+E(33)^14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, E(33)^5+E(33)^6+E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^8+E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)-E(33)^10, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, -1*E(33)-E(33)^10, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8+E(33)^14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, E(33)^8-E(33)^14, -1*E(33)^8+E(33)^14, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)+E(33)^10, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, E(33)^8-E(33)^14, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, E(33)^5-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)-E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^9+E(33)^-9, E(33)^3+E(33)^-3, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^-3, -1*E(33)^3-E(33)^-3, -1*E(33)^15-E(33)^-15, E(33)^9+E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^12+E(33)^-12, -1*E(33)^12-E(33)^-12, -1*E(33)^15-E(33)^-15, E(33)^3+E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^12-E(33)^-12, E(33)^9+E(33)^-9, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^6+E(33)^-6, E(33)^15+E(33)^-15, E(33)^12+E(33)^-12, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)+E(33)^10, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)+E(33)^10, E(33)^4+E(33)^7, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^8+E(33)^14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, E(33)^8-E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^8-E(33)^14, E(33)-E(33)^10, -1*E(33)+E(33)^10, E(33)^5-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)-E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, E(33)-E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)-E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^8-E(33)^14, E(33)^8-E(33)^14, -1*E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)+E(33)^10], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, E(33)^12+E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^8-E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, E(33)-E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^5+E(33)^-16, E(33)^5-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^5+E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, -1*E(33)+E(33)^10, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7, E(33)^4-E(33)^7, E(33)^5-E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, E(33)^12+E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^8+E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^5-E(33)^-16, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7, E(33)-E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7, E(33)^8-E(33)^14, -1*E(33)^5+E(33)^-16, E(33)^4-E(33)^7, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)-E(33)^10, E(33)-E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, E(33)^5-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, E(33)^8-E(33)^14, E(33)-E(33)^10, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)-E(33)^10, E(33)^4-E(33)^7, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, -1*E(33)^8+E(33)^14, -1*E(33)^5+E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, E(33)^2+E(33)^9+E(33)^13, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, E(33)^12+E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)+E(33)^10, E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^5+E(33)^-16, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)+E(33)^10, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, E(33)^15-E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^3+E(33)^8+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)-E(33)^10, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, E(33)^4+E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^5-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^8-E(33)^14, -1*E(33)^8-E(33)^14, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^5-E(33)^-16, E(33)+E(33)^10, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)^5-E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4-E(33)^7, -1*E(33)^4-E(33)^7, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, E(33)^6-E(33)^16+E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)-E(33)^10, E(33)^5+E(33)^-16, E(33)^5+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)^3+E(33)^14-E(33)^-14, E(33)^4+E(33)^7, -1*E(33)-E(33)^10, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)-E(33)^10, E(33)^6+E(33)^16+E(33)^-16, E(33)^8-E(33)^14, E(33)-E(33)^10, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^8+E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)+E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)+E(33)^10, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^5+E(33)^-16, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7, E(33)^8-E(33)^14, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^4+E(33)^7, E(33)^5-E(33)^-16, -1*E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^8-E(33)^14, E(33)^5-E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^5+E(33)^-16, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)+E(33)^10, E(33)-E(33)^10, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^5-E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^5-E(33)^-16, E(33)^8-E(33)^14, -1*E(33)^4+E(33)^7, -1*E(33)^4+E(33)^7, -1*E(33)^5+E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^5+E(33)^-16], [2, -2, -2, 2, 0, 0, 2, 2, 0, 0, 0, 0, 2, -2, -2, -2, 2, -2, 0, 0, 0, 0, 2*E(33)^11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^-11, 2*E(33)^11, 2*E(33)^11, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, E(33)^6+E(33)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, 2*E(33)^-11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^11, -2*E(33)^11, -2*E(33)^11, -2*E(33)^-11, 2*E(33)^-11, -2*E(33)^11, 2*E(33)^11, -2*E(33)^-11, -2*E(33)^-11, -2*E(33)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, E(33)^6+E(33)^-6, -1*E(33)^9-E(33)^-9, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^9-E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^6-E(33)^-6, E(33)^15+E(33)^-15, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^6+E(33)^-6, E(33)^12+E(33)^-12, E(33)^3+E(33)^-3, E(33)^12+E(33)^-12, E(33)^15+E(33)^-15, E(33)^9+E(33)^-9, E(33)^15+E(33)^-15, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^5+E(33)^6+E(33)^16, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^15+E(33)^-15, E(33)^3+E(33)^8+E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^15+E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^15-E(33)^-15, E(33)^15+E(33)^-15, -1*E(33)^15-E(33)^-15, -1*E(33)^9-E(33)^-9, E(33)^12+E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^15-E(33)^-15, E(33)^6+E(33)^-6, -1*E(33)^6-E(33)^-6, -1*E(33)^9-E(33)^-9, E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^6-E(33)^-6, -1*E(33)^3-E(33)^-3, -1*E(33)^6-E(33)^-6, E(33)^12+E(33)^-12, -1*E(33)^15-E(33)^-15, -1*E(33)^12-E(33)^-12, -1*E(33)^9-E(33)^-9, -1*E(33)^9-E(33)^-9, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, -1*E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, -1*E(33)^3-E(33)^-3, -1*E(33)^12-E(33)^-12, E(33)^3+E(33)^-3, E(33)^9+E(33)^-9, E(33)^6+E(33)^-6, E(33)^4+E(33)^7, E(33)^4+E(33)^7, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, E(33)+E(33)^10, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4+E(33)^7, E(33)^8+E(33)^14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^8+E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)+E(33)^10, -1*E(33)^3-E(33)^8-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, E(33)^3+E(33)^8+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^15+E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^2+E(33)^9+E(33)^13, E(33)^2+E(33)^9+E(33)^13, -1*E(33)^15+E(33)^-15, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, E(33)^15-E(33)^-15, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^5-E(33)^6-E(33)^16, -1*E(33)^15+E(33)^-15, -1*E(33)^15+E(33)^-15, E(33)^2+E(33)^9+E(33)^13, E(33)^5+E(33)^6+E(33)^16, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^3-E(33)^8-E(33)^-14, E(33)^5+E(33)^6+E(33)^16, E(33)^5+E(33)^6+E(33)^16, E(33)^3+E(33)^8+E(33)^-14, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^15-E(33)^-15, 1-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^2-E(33)^9-E(33)^13, -1*E(33)^3-E(33)^8-E(33)^-14, -1*E(33)^5-E(33)^6-E(33)^16, E(33)^3+E(33)^8+E(33)^-14, -1*E(33)-E(33)^10, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5-E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4-E(33)^7, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, -1*E(33)^8-E(33)^14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)+E(33)^10, E(33)^6-E(33)^16+E(33)^-16, E(33)^4+E(33)^7, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1*E(33)^4-E(33)^7, -1*E(33)^8-E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1*E(33)^4-E(33)^7, -1*E(33)-E(33)^10, E(33)+E(33)^10, -1*E(33)^4-E(33)^7, -1*E(33)^5-E(33)^-16, -1*E(33)-E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^8-E(33)^14, E(33)^8+E(33)^14, -1*E(33)^5-E(33)^-16, E(33)^3+E(33)^14-E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, E(33)^8+E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, 1-E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^5+E(33)^-16, -1+E(33)+E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)-E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^6-E(33)^16+E(33)^-16, E(33)^6-E(33)^16+E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14-E(33)^-14, -1*E(33)^5-E(33)^-16, E(33)^5+E(33)^-16, E(33)^8+E(33)^14, -1*E(33)-E(33)^10, -1*E(33)-E(33)^10, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1*E(33)^3-E(33)^14+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1*E(33)^5-E(33)^-16, -1*E(33)^8-E(33)^14, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^6+E(33)^16-E(33)^-16, -1*E(33)^6+E(33)^16-E(33)^-16, E(33)^4+E(33)^7+E(33)^15+E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1*E(33)^8-E(33)^14, -1*E(33)^4-E(33)^7-E(33)^15-E(33)^-15, -1+E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4+E(33)^7, -1*E(33)^3-E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4-E(33)^7, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^5+E(33)^-16, -1*E(33)^4+E(33)^7, E(33)^4-E(33)^7, E(33)^3+E(33)^14+E(33)^-14, E(33)-E(33)^10, E(33)^4-E(33)^7, E(33)^8-E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^8-E(33)^14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7, E(33)^3+E(33)^14+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, E(33)^3+E(33)^14+E(33)^-14, E(33)^8-E(33)^14, E(33)^3+E(33)^14+E(33)^-14, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7, E(33)^6+E(33)^16+E(33)^-16, E(33)^3+E(33)^14+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^3-E(33)^14-E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^8+E(33)^14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)^8-E(33)^14, E(33)^4-E(33)^7, -1*E(33)+E(33)^10, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^5+E(33)^-16, -1*E(33)^8+E(33)^14, E(33)^4-E(33)^7, -1*E(33)^8+E(33)^14, E(33)^5-E(33)^-16, -1*E(33)^4+E(33)^7, -1*E(33)^5+E(33)^-16, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)+E(33)^10, -1*E(33)+E(33)^10, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^5-E(33)^-16, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^6-E(33)^16-E(33)^-16, E(33)^5-E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^5-E(33)^-16, E(33)^6+E(33)^16+E(33)^-16, E(33)-E(33)^10, -1*E(33)^5+E(33)^-16, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1*E(33)^3-E(33)^14-E(33)^-14, 1-E(33)+E(33)^2+E(33)^3-E(33)^4+E(33)^6-E(33)^7+E(33)^9-E(33)^10+E(33)^11-E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, E(33)^5-E(33)^-16, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1+E(33)-E(33)^2+E(33)^3-E(33)^5+E(33)^6-E(33)^8+E(33)^9-E(33)^10+2*E(33)^12-E(33)^13+E(33)^15-E(33)^16+E(33)^-15-E(33)^-14, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, 1-E(33)+E(33)^3-E(33)^4+E(33)^6-E(33)^7-E(33)^10+E(33)^11-2*E(33)^13+E(33)^14-E(33)^16+E(33)^-16-E(33)^-14, -1+E(33)-E(33)^2-E(33)^3+E(33)^4-E(33)^6+E(33)^7-E(33)^9+E(33)^10-E(33)^11+E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)-E(33)^10, -1*E(33)^4+E(33)^7, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^8+E(33)^14, -1*E(33)+E(33)^10, E(33)-E(33)^10, E(33)^4-E(33)^7+E(33)^15-E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)+E(33)^10, -1*E(33)^4+E(33)^7, -1-E(33)+E(33)^2-E(33)^3+E(33)^5-E(33)^6+E(33)^8-E(33)^9+E(33)^10-2*E(33)^12+E(33)^13-E(33)^15+E(33)^16-E(33)^-15+E(33)^-14, E(33)-E(33)^10, E(33)^8-E(33)^14, E(33)-E(33)^10, E(33)^8-E(33)^14, E(33)^5-E(33)^-16, -1*E(33)^6-E(33)^16-E(33)^-16, -1*E(33)^3-E(33)^14-E(33)^-14, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, -1*E(33)^4+E(33)^7-E(33)^15+E(33)^-15, E(33)^6+E(33)^16+E(33)^-16, -1*E(33)+E(33)^10, -1+E(33)-E(33)^3+E(33)^4-E(33)^6+E(33)^7+E(33)^10-E(33)^11+2*E(33)^13-E(33)^14+E(33)^16-E(33)^-16+E(33)^-14, E(33)^6+E(33)^16+E(33)^-16], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1*E(132)^27-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^13-E(132)^31, E(132)^13-E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^27+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^21-E(132)^23, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^19-E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, E(132)^7-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, E(132)^19-E(132)^25, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^13-E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^9-E(132)^31+E(132)^35, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^7+E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, E(132)^13-E(132)^31, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^7-E(132)^15-E(132)^29, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^16+E(132)^28, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^10+E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^10-E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^16+E(132)^28, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, E(132)^9-E(132)^31+E(132)^35, E(132)^9-E(132)^31+E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, E(132)^7-E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)^7-E(132)^37, E(132)^19-E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, E(132)^10+E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^16+E(132)^28, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13-E(132)^31, E(132)^13-E(132)^31, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^19-E(132)^25, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)^19-E(132)^25, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^13-E(132)^31, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^19+E(132)^25, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17, E(132)^19-E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^10+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, -1*E(132)^7+E(132)^37, -1*E(132)^7+E(132)^37, E(132)^19-E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^7-E(132)^37, -1*E(132)^19+E(132)^25, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^13-E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^10+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^16+E(132)^28, E(132)^8-E(132)^14, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^7-E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17, -1*E(132)^7+E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^19+E(132)^25, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^16+E(132)^28, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^7-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, E(132)^19-E(132)^25, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17, E(132)^13-E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^7-E(132)^37, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, E(132)^13-E(132)^31, E(132)^5+E(132)^17, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19-E(132)^25, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^7+E(132)^37], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^19-E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^7-E(132)^37, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^13-E(132)^31, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^13+E(132)^31, -1*E(132)^7+E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^7+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17, E(132)^7-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31+E(132)^35], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)-E(132)^21-E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, E(132)^7-E(132)^37, -1*E(132)^7+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^19-E(132)^25, -1*E(132)^13+E(132)^31, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, E(132)^19-E(132)^25, E(132)^13-E(132)^31], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^27-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, E(132)^5+E(132)^17, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, -1*E(132)^7+E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^7-E(132)^37, E(132)^5+E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^19+E(132)^25, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^13+E(132)^31, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^7-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, E(132)^13-E(132)^31, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, E(132)^27+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^21-E(132)^23, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^7-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^7-E(132)^37, E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^13+E(132)^31, -1*E(132)^13+E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, E(132)^7-E(132)^15-E(132)^29, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, E(132)^10+E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^16+E(132)^28, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^13+E(132)^31, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)^13-E(132)^31, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^13-E(132)^31, E(132)^19-E(132)^25, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^19+E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^19-E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^17, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^16+E(132)^28, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^10+E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^10-E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^16+E(132)^28, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^7-E(132)^37, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19-E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^10+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, E(132)^7-E(132)^37, E(132)^7-E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^7+E(132)^37, E(132)^19-E(132)^25, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^19+E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, E(132)^13-E(132)^31, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^19-E(132)^25, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^19-E(132)^25, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17, -1*E(132)^19+E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^19-E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^27+E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^16+E(132)^28, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^13-E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13-E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^13-E(132)^31, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^7+E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17, E(132)^7-E(132)^37, -1*E(132)^19+E(132)^25, E(132)^19-E(132)^25, E(132)^5+E(132)^17, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^5-E(132)^17, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^7-E(132)^37, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^7-E(132)^37], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^12-E(132)^-12, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^27-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^10+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^16+E(132)^28, E(132)^8-E(132)^14, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, E(132)^7-E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^13-E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^7+E(132)^37, E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^7+E(132)^37, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17, E(132)^7-E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^7+E(132)^37, E(132)^19-E(132)^25, E(132)^19-E(132)^25, E(132)^19-E(132)^25, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19+E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^15+E(132)^29-E(132)^37], [2, -2, 2, -2, 0, 0, 2, 2, -2*E(132)^33, 2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, 0, 0, 0, 0, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 2*E(132)^55, 2*E(132)^55, -2*E(132)^11, 2*E(132)^11, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)^27+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)-E(132)^21-E(132)^23, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19-E(132)^25, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, -1*E(132)^5-E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^13+E(132)^31, E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^5+E(132)^17, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13+E(132)^31, -1*E(132)^7+E(132)^37, E(132)^7-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^9-E(132)^31+E(132)^35, E(132)^19-E(132)^25, -1*E(132)^19+E(132)^25, E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31+E(132)^35, E(132)^15+E(132)^29-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^19-E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, E(132)^5+E(132)^17, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^13+E(132)^31], [2, -2, 2, -2, 0, 0, 2, 2, 2*E(132)^33, -2*E(132)^33, 0, 0, -2, -2, 2, 2, -2, -2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, 2*E(132)^33, -2*E(132)^33, 2*E(132)^33, -2*E(132)^33, 0, 0, 0, 0, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, 2*E(132)^44, -2*E(132)^44, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, 2*E(132)^55, 2*E(132)^11, -2*E(132)^11, -2*E(132)^11, 2*E(132)^55, -2*E(132)^55, -2*E(132)^55, -2*E(132)^11, -2*E(132)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, E(132)^7-E(132)^15-E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, E(132)-E(132)^21-E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^27+E(132)^39, E(132)^6+E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)-E(132)^21-E(132)^23, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^21-E(132)^23, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^27-E(132)^39, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^21+E(132)^23-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^27+E(132)^39, E(132)^7-E(132)^15-E(132)^29, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^27-E(132)^39, -1*E(132)^27-E(132)^39, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)^27-E(132)^39, E(132)^27+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^13-E(132)^35, E(132)-E(132)^21-E(132)^23, -1*E(132)+E(132)^21+E(132)^23, E(132)^9-E(132)^13+E(132)^35, E(132)^9-E(132)^13+E(132)^35, -1*E(132)+E(132)^21+E(132)^23, E(132)-E(132)^21-E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, E(132)^27+E(132)^39, -1*E(132)^7+E(132)^15+E(132)^29, -1*E(132)^7+E(132)^15+E(132)^29, E(132)^7-E(132)^15-E(132)^29, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^21-E(132)^23+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^21+E(132)^23, -1*E(132)^9+E(132)^13-E(132)^35, -1*E(132)+E(132)^21+E(132)^23, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^13-E(132)^31, E(132)^5+E(132)^17, E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7-E(132)^37, -1*E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7+E(132)^37, E(132)^19-E(132)^25, -1*E(132)^5-E(132)^17, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7-E(132)^37, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13+E(132)^31, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, -1*E(132)^7+E(132)^37, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19-E(132)^25, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5-E(132)^17, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^19-E(132)^25, E(132)^13-E(132)^31, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^5+E(132)^17, E(132)^13-E(132)^31, -1*E(132)^19+E(132)^25, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^15+E(132)^29-E(132)^37, E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35, E(132)^13-E(132)^31, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^13+E(132)^31, -1*E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13+E(132)^31, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^13+E(132)^31, E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19+E(132)^25, E(132)^13-E(132)^31, E(132)^7-E(132)^37, E(132)^7-E(132)^37, E(132)^7-E(132)^37, -1*E(132)+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19+E(132)^25, E(132)^15+E(132)^29-E(132)^37, E(132)^5+E(132)^17, E(132)^9-E(132)^31+E(132)^35, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15+E(132)^29-E(132)^37, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17+E(132)^27+E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^15+E(132)^29-E(132)^37, -1*E(132)^5-E(132)^17, -1*E(132)^7+E(132)^37, -1*E(132)^15-E(132)^29+E(132)^37, -1*E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15-E(132)^29+E(132)^37, E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21+E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^5+E(132)^17-E(132)^27-E(132)^39, E(132)^9-E(132)^31+E(132)^35, -1*E(132)^15-E(132)^29+E(132)^37, E(132)-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23+E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31-E(132)^35], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1*E(132)^27-E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)^13-E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)^19+E(132)^25, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^19+E(132)^25, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, -1*E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)^15-E(132)^29-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17, -1*E(132)^7-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^13-E(132)^31, E(132)^13+E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, -1*E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^27-E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, E(132)^10+E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^10+E(132)^34, E(132)^10+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, E(132)^5-E(132)^17, E(132)^7+E(132)^37, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^7-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^9-E(132)^31-E(132)^35, E(132)^7+E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^13+E(132)^31, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, E(132)^5-E(132)^17, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, E(132)^27+E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)^13+E(132)^31, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^19-E(132)^25, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^19+E(132)^25, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17, E(132)^7+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^13+E(132)^31, -1*E(132)^13-E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17, E(132)^19+E(132)^25, E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^27+E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, E(132)^10+E(132)^34, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^10+E(132)^34, E(132)^10+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)^5-E(132)^17, E(132)^7+E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^19+E(132)^25, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)^7+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^7-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^15-E(132)^-15, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^6-E(132)^28-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^19+E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)^13+E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^15-E(132)^-15, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^16+E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^16+E(132)^28, E(132)^2-E(132)^20, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, -1*E(132)^7-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^13+E(132)^31, E(132)^19+E(132)^25, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^15+E(132)^-15, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, E(132)^6-E(132)^28-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^13+E(132)^31, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^19-E(132)^25, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)^7+E(132)^37, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)^7+E(132)^37, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^13-E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, E(132)^15+E(132)^-15, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, E(132)^16+E(132)^28, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^16+E(132)^28, E(132)^2-E(132)^20, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^10+E(132)^34, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, E(132)^7+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^19+E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^3-E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, E(132)^2-E(132)^20, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14, E(132)^8-E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, E(132)^7+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^7+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, E(132)^13+E(132)^31, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^3-E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^3-E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, E(132)^7+E(132)^37, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17, -1*E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^19-E(132)^25, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)^15-E(132)^29-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^19+E(132)^25, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^3+E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, E(132)^2-E(132)^20, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14, E(132)^8-E(132)^14, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^16+E(132)^28, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^7-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)^5-E(132)^17, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, E(132)^7+E(132)^37, E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^3+E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^3+E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, E(132)^7+E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17, E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^19+E(132)^25, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, E(132)^7+E(132)^37, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, E(132)^13+E(132)^31, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, -1*E(132)^9-E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^8-E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14, E(132)^10+E(132)^34, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, E(132)^13+E(132)^31, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, -1*E(132)^7-E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17, E(132)^19+E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^7+E(132)^37, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)^5-E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17, E(132)^7+E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^19+E(132)^25, -1*E(132)^19-E(132)^25, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^9-E(132)^-9, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^9+E(132)^-9, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^16+E(132)^28, E(132)^16+E(132)^28, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^16-E(132)^28, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^13-E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, E(132)^15-E(132)^29-E(132)^37, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, E(132)^19+E(132)^25, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^7+E(132)^37, E(132)^19+E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, E(132)^13+E(132)^31, E(132)^5-E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^7-E(132)^37], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^9+E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, E(132)^8-E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^16+E(132)^28, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^10+E(132)^34, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^8-E(132)^14, E(132)^10+E(132)^34, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, E(132)^7+E(132)^37, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^19-E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, E(132)^13+E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17, -1*E(132)^7-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^19-E(132)^25, E(132)^19+E(132)^25, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^13+E(132)^31, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, E(132)^15-E(132)^29-E(132)^37], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^30+E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, -1*E(132)^30-E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^12+E(132)^-12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^12-E(132)^-12, -1*E(132)^12-E(132)^-12, -1*E(132)^6-E(132)^-6, E(132)^30+E(132)^-30, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, E(132)^18+E(132)^-18, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^24+E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^30+E(132)^-30, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, -1*E(132)^30-E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, E(132)^18+E(132)^-18, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^16+E(132)^28, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^8-E(132)^14, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^9+E(132)^-9, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^15-E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^16-E(132)^28, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^6-E(132)^28-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^16+E(132)^28, E(132)^16+E(132)^28, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^16+E(132)^28, -1*E(132)^10-E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^13+E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17, E(132)^13+E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, E(132)^5-E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^7+E(132)^37, E(132)^19+E(132)^25, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^5+E(132)^17, E(132)^15-E(132)^29-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, E(132)^9-E(132)^31-E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^7+E(132)^37], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^21-E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, E(132)^5-E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^13-E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^19+E(132)^25, E(132)^5-E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^7+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^7+E(132)^37, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19-E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, E(132)^13+E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, E(132)^13+E(132)^31, E(132)^19+E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13+E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^13-E(132)^31, -1*E(132)^7-E(132)^37, E(132)^7+E(132)^37, -1*E(132)^7-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, E(132)^7+E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(132)^21-E(132)^-21, -1*E(132)^21-E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^9-E(132)^-9, E(132)^15+E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^21+E(132)^-21, E(132)^3+E(132)^-3, -1*E(132)^15-E(132)^-15, E(132)^27+E(132)^-27, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^21-E(132)^-21, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^27-E(132)^-27, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^27-E(132)^-27, -1*E(132)^3-E(132)^-3, E(132)^9+E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, E(132)^21+E(132)^-21, -1*E(132)^9-E(132)^-9, -1*E(132)^21-E(132)^-21, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, E(132)^5-E(132)^17, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^13+E(132)^31, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19+E(132)^25, E(132)^5-E(132)^17, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^19-E(132)^25, -1*E(132)^19-E(132)^25, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, E(132)^9-E(132)^31-E(132)^35, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^19+E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^7-E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^5+E(132)^17, E(132)^13+E(132)^31, E(132)^7+E(132)^37, E(132)^19+E(132)^25, -1*E(132)^13-E(132)^31], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(132)^44, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, 2*E(132)^44, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^22, 2*E(132)^22, 2*E(132)^44, 2*E(132)^44, -2*E(132)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^6-E(132)^28-E(132)^38, E(132)^6-E(132)^28-E(132)^38, E(132)^8-E(132)^14, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^2+E(132)^20, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^10-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^16+E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^21+E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^16-E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1*E(132)^10-E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^10+E(132)^34, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^10-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1*E(132)^2+E(132)^20, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14, E(132)^8-E(132)^14, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^16+E(132)^28, E(132)^2-E(132)^20, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^16-E(132)^28, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^10+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^2-E(132)^20, E(132)^2-E(132)^20, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^12-E(132)^32-E(132)^34, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^8+E(132)^14, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, -1*E(132)^5+E(132)^17, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, E(132)^19+E(132)^25, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^13+E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^7+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, E(132)^9-E(132)^31-E(132)^35, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^7-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^19+E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^9+E(132)^31+E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)^13-E(132)^31, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^13-E(132)^31, E(132)^5-E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^19-E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^19+E(132)^25, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^15-E(132)^29-E(132)^37, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^13+E(132)^31, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, E(132)^19+E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^13-E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)^15-E(132)^29-E(132)^37, E(132)^13+E(132)^31, -1*E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, E(132)^13+E(132)^31, E(132)^7+E(132)^37, -1*E(132)^7-E(132)^37, E(132)^7+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^5-E(132)^17, E(132)^9-E(132)^31-E(132)^35, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, -1*E(132)^7-E(132)^37, E(132)^15-E(132)^29-E(132)^37, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^15-E(132)^29-E(132)^37, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^9-E(132)^31-E(132)^35], [2, 2, -2, -2, 0, 0, 2, 2, 0, 0, 0, 0, -2, 2, -2, -2, -2, 2, 0, 0, 0, 0, 2*E(132)^44, -2*E(132)^22, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 2*E(132)^44, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, E(132)^24+E(132)^-24, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(132)^22, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, -2*E(132)^22, 2*E(132)^22, -2*E(132)^44, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, 2*E(132)^44, 2*E(132)^22, 2*E(132)^22, -2*E(132)^44, -2*E(132)^44, -2*E(132)^22, -2*E(132)^22, 2*E(132)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^24-E(132)^-24, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^18+E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^30-E(132)^-30, E(132)^24+E(132)^-24, E(132)^24+E(132)^-24, -1*E(132)^18-E(132)^-18, E(132)^12+E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^30-E(132)^-30, -1*E(132)^6-E(132)^-6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(132)^21+E(132)^-21, E(132)^21+E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^9+E(132)^-9, -1*E(132)^15-E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^21-E(132)^-21, -1*E(132)^3-E(132)^-3, E(132)^15+E(132)^-15, -1*E(132)^27-E(132)^-27, E(132)^6+E(132)^-6, E(132)^6+E(132)^-6, -1*E(132)^30-E(132)^-30, E(132)^18+E(132)^-18, E(132)^24+E(132)^-24, -1*E(132)^6-E(132)^-6, -1*E(132)^24-E(132)^-24, -1*E(132)^24-E(132)^-24, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, E(132)^12+E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^24-E(132)^-24, E(132)^12+E(132)^-12, E(132)^24+E(132)^-24, E(132)^18+E(132)^-18, -1*E(132)^6-E(132)^-6, -1*E(132)^18-E(132)^-18, -1*E(132)^30-E(132)^-30, E(132)^30+E(132)^-30, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, E(132)^6+E(132)^-6, -1*E(132)^12-E(132)^-12, E(132)^18+E(132)^-18, -1*E(132)^12-E(132)^-12, -1*E(132)^18-E(132)^-18, -1*E(132)^12-E(132)^-12, E(132)^30+E(132)^-30, -1*E(132)^24-E(132)^-24, E(132)^16+E(132)^28, E(132)^16+E(132)^28, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^8-E(132)^14, -1*E(132)^2+E(132)^20, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^10-E(132)^34, E(132)^8-E(132)^14, E(132)^16+E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^12+E(132)^32+E(132)^34, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^2+E(132)^20, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^8-E(132)^14, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^21+E(132)^-21, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, E(132)^3+E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, -1*E(132)^27-E(132)^-27, E(132)^15+E(132)^-15, E(132)^3+E(132)^-3, -1*E(132)^3-E(132)^-3, E(132)^27+E(132)^-27, -1*E(132)^15-E(132)^-15, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^27+E(132)^-27, -1*E(132)^9-E(132)^-9, -1*E(132)^9-E(132)^-9, -1*E(132)^27-E(132)^-27, E(132)^27+E(132)^-27, E(132)^3+E(132)^-3, -1*E(132)^9-E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, -1*E(132)^27-E(132)^-27, -1*E(132)^15-E(132)^-15, E(132)^15+E(132)^-15, -1*E(132)^15-E(132)^-15, -1*E(132)^3-E(132)^-3, -1*E(132)^21-E(132)^-21, E(132)^9+E(132)^-9, E(132)^21+E(132)^-21, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14, E(132)^2-E(132)^20, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^8+E(132)^14, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^8-E(132)^14, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^12+E(132)^32+E(132)^34, E(132)^8-E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^6-E(132)^28-E(132)^38, -1*E(132)^10-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^16-E(132)^28, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, E(132)^16+E(132)^28, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^16+E(132)^28, -1*E(132)^2+E(132)^20, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^12-E(132)^32-E(132)^34, E(132)^12-E(132)^32-E(132)^34, E(132)^2-E(132)^20, -1*E(132)^10-E(132)^34, -1*E(132)^10-E(132)^34, E(132)^12-E(132)^32-E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, 1+E(132)^2-E(132)^4-E(132)^6+E(132)^10+E(132)^12-E(132)^16-E(132)^18-E(132)^20+E(132)^26-E(132)^30-E(132)^32+E(132)^36+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, E(132)^2-E(132)^20, -1*E(132)^8+E(132)^14, -1*E(132)^8+E(132)^14, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, E(132)^6-E(132)^28-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^8-E(132)^14-E(132)^30+E(132)^36, E(132)^10+E(132)^34, -1*E(132)^2+E(132)^20, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, 1+E(132)^2-E(132)^4-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^18-E(132)^20-E(132)^22+E(132)^26+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^18+E(132)^20+E(132)^22-E(132)^26-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, -1*E(132)^6+E(132)^28+E(132)^38, E(132)^10+E(132)^34, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, E(132)^2-E(132)^20, E(132)^12-E(132)^32-E(132)^34, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, -1-E(132)^2+E(132)^4+E(132)^6-E(132)^10-E(132)^12+E(132)^16+E(132)^18+E(132)^20-E(132)^26+E(132)^30+E(132)^32-E(132)^36-E(132)^38, E(132)^6-E(132)^28-E(132)^38, 1+E(132)^2-E(132)^6-E(132)^8+E(132)^12+E(132)^14-E(132)^20-E(132)^22+E(132)^28-E(132)^32-E(132)^34+E(132)^38, -1*E(132)^12+E(132)^32+E(132)^34, -1*E(132)^6+E(132)^28+E(132)^38, -1-E(132)^2+E(132)^6+E(132)^8-E(132)^12-E(132)^14+E(132)^20+E(132)^22-E(132)^28+E(132)^32+E(132)^34-E(132)^38, -1*E(132)^16-E(132)^28, E(132)^10+E(132)^34, -1*E(132)^8+E(132)^14+E(132)^30-E(132)^36, E(132)^16+E(132)^28, E(132)^8-E(132)^14-E(132)^30+E(132)^36, -1*E(132)^5+E(132)^17, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^19-E(132)^25, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^9-E(132)^31-E(132)^35, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^15-E(132)^29-E(132)^37, E(132)^5-E(132)^17, E(132)^5-E(132)^17-E(132)^27+E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^5+E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^19+E(132)^25, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^5+E(132)^17, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, -1*E(132)^5+E(132)^17, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^19+E(132)^25, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^13-E(132)^31, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^5+E(132)^17, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^13+E(132)^31, -1*E(132)^7-E(132)^37, E(132)^7+E(132)^37, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^13-E(132)^31, E(132)^9-E(132)^31-E(132)^35, E(132)^19+E(132)^25, E(132)^19+E(132)^25, E(132)^13+E(132)^31, -1*E(132)^9+E(132)^31+E(132)^35, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, -1*E(132)^19-E(132)^25, -1*E(132)^9+E(132)^31+E(132)^35, -1*E(132)^13-E(132)^31, E(132)^7+E(132)^37, E(132)^9-E(132)^31-E(132)^35, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -2*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)+2*E(132)^3-E(132)^7-E(132)^9+E(132)^13+E(132)^15-E(132)^19-E(132)^21-E(132)^23-E(132)^25+E(132)^27+E(132)^29-E(132)^33-E(132)^35+E(132)^39, E(132)^9-E(132)^31-E(132)^35, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^15-E(132)^29-E(132)^37, -1*E(132)^19-E(132)^25, -1*E(132)-2*E(132)^3+E(132)^7+E(132)^9-E(132)^13-E(132)^15+E(132)^19+E(132)^21+E(132)^23+E(132)^25-E(132)^27-E(132)^29+E(132)^33+E(132)^35-E(132)^39, -1*E(132)^7-E(132)^37, -1*E(132)^5+E(132)^17+E(132)^27-E(132)^39, E(132)^13+E(132)^31, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)^7-E(132)^37, E(132)^5-E(132)^17, E(132)^5-E(132)^17, E(132)^7+E(132)^37, E(132)^5-E(132)^17-E(132)^27+E(132)^39, -1*E(132)^15+E(132)^29+E(132)^37, E(132)^7+E(132)^37, E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19-E(132)^21+E(132)^23+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^7+E(132)^37, -1*E(132)+E(132)^5+E(132)^7-E(132)^11-E(132)^13+E(132)^17+E(132)^19+E(132)^21-E(132)^23-E(132)^25-E(132)^27+E(132)^31+E(132)^33-E(132)^37-E(132)^39, E(132)^9-E(132)^31-E(132)^35, -1*E(132)^13-E(132)^31, 2*E(132)-E(132)^5-E(132)^7+E(132)^11+E(132)^13-E(132)^17-E(132)^19+E(132)^25+E(132)^27-E(132)^31-E(132)^33+E(132)^37+E(132)^39, E(132)^5-E(132)^17, E(132)^5-E(132)^17, -1*E(132)^13-E(132)^31, -1*E(132)^7-E(132)^37, -1*E(132)^19-E(132)^25, E(132)^13+E(132)^31], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^35+E(99)^-46], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^24+E(99)^42, E(99)^12+E(99)^21, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^4+E(99)^40, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^34+E(99)^43, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^3+E(99)^30, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^34+E(99)^43, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)+E(99)^10], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, E(99)^2+E(99)^20, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^24+E(99)^42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^14+E(99)^41, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^12+E(99)^21, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^14+E(99)^41, E(99)^14+E(99)^41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^13+E(99)^31, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^13+E(99)^31], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^5+E(99)^-49], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)+E(99)^10, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^3+E(99)^30, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^24+E(99)^42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^34+E(99)^43, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^12+E(99)^21, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 2*E(99)^22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, E(99)^13+E(99)^31, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^22, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^24+E(99)^42, E(99)^12+E(99)^21, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^23+E(99)^32, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^22, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^3+E(99)^30, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^22, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^22, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^24+E(99)^42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^25+E(99)^-47], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^12+E(99)^21, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^14+E(99)^41, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^14+E(99)^41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^22, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -2*E(99)^44, -2*E(99)^22, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^2-E(99)^20, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)^23-E(99)^32, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -2*E(99)^44, -2*E(99)^22, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^23-E(99)^32, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^34+E(99)^43, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^8+E(99)^41-E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^7-E(99)^37+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^23-E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -2*E(99)^44, -2*E(99)^22, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^3+E(99)^30, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^13-E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^23-E(99)^32, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^26-E(99)^29+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -2*E(99)^44, -2*E(99)^22, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, E(99)^19+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^34-E(99)^43, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^24+E(99)^42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^14-E(99)^41, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^14-E(99)^41, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -2*E(99)^44, -2*E(99)^22, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^4-E(99)^40, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^13-E(99)^31, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^22, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, E(99)^4-E(99)^7+E(99)^37, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)-E(99)^10, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, -1*E(99)^14-E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^5-E(99)^-49, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)^34-E(99)^43, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, -1*E(99)-E(99)^10, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^4-E(99)^7+E(99)^37, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^14+E(99)^41, E(99)^14+E(99)^41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, E(99)^26-E(99)^29+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, -1*E(99)^13-E(99)^31, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^34+E(99)^43, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)+E(99)^10, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^16-E(99)^28+E(99)^49, E(99)^8+E(99)^41-E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^4-E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^3+E(99)^30, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^34-E(99)^43, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^7-E(99)^37+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)-E(99)^10, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^5-E(99)^17+E(99)^38, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)-E(99)^10, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^24+E(99)^42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^13-E(99)^31, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^13-E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^-22, 2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -2*E(99)^-22, -2*E(99)^-11, -2*E(99)^11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, -1*E(99)^23-E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4-E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^22, 2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -2*E(99)^22, -2*E(99)^11, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)+E(99)^10, E(99)^19-E(99)^25-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)-E(99)^10, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^22, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1*E(99)^12-E(99)^21, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^35-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^14-E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^23+E(99)^32, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^13-E(99)^31, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^22, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, E(99)^14+E(99)^41, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, E(99)^2+E(99)^20, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)^2-E(99)^20, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4-E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^14-E(99)^41, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^3+E(99)^30, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^23-E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^23-E(99)^32, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^14-E(99)^41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^22, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^35+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^5-E(99)^17+E(99)^38, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^2+E(99)^20, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, E(99)^34+E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^13-E(99)^31, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^23-E(99)^32, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^14-E(99)^41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, -1*E(99)^2-E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^5-E(99)^17+E(99)^38, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^22, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^24+E(99)^42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^3+E(99)^30, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^4+E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^23-E(99)^32, E(99)^8+E(99)^41-E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^5-E(99)^17+E(99)^38, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^25-E(99)^-47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47], [2, 2, 2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, -2, -2, 0, 0, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -2*E(99)^33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-11, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^44, 2*E(99)^11, 2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -2*E(99)^11, -2*E(99)^-44, -2*E(99)^44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-22, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^12+E(99)^21, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^23+E(99)^32, E(99)^14+E(99)^41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, E(99)^13+E(99)^31, E(99)^4+E(99)^40, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40], [2, 2, 2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, -2, -2, 0, 0, 2*E(99)^33, 2*E(99)^33, 2*E(99)^33, 2*E(99)^-33, 2*E(99)^-33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, -2*E(99)^-33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^22, 2*E(99)^-44, 2*E(99)^11, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-22, 2*E(99)^44, 2*E(99)^-44, 2*E(99)^-11, 2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, -2*E(99)^-11, -2*E(99)^44, -2*E(99)^-44, -2*E(99)^11, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^22, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)^5+E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^23+E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^14-E(99)^41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^14+E(99)^41, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^13-E(99)^31, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^5+E(99)^-49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^14+E(99)^41, -1*E(99)^4+E(99)^40, -1*E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^20, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^8+E(99)^14+E(99)^47, E(99)^7+E(99)^37+E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^23+E(99)^32, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20, -1*E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^4+E(99)^40, E(99)^5-E(99)^-49, E(99)^34-E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^20, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^25-E(99)^-47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13+E(99)^31, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^14-E(99)^41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^35-E(99)^-46, E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^14+E(99)^41, -1*E(99)^35+E(99)^-46], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, E(99)^12-E(99)^21, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21, -1*E(99)^4-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^14+E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^34-E(99)^43, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10, -1*E(99)^2+E(99)^20, -1*E(99)^25+E(99)^-47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^5-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^25+E(99)^-47, -1*E(99)^23+E(99)^32, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^14-E(99)^41, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20, E(99)^8+E(99)^14+E(99)^47, E(99)^25-E(99)^-47, E(99)^5-E(99)^-49, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^13-E(99)^31, E(99)^7+E(99)^37+E(99)^40, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34+E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^20, E(99)^14-E(99)^41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10, E(99)^8+E(99)^41+E(99)^47, E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^5+E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^23-E(99)^32, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^10, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^13-E(99)^31, E(99)^4-E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^14-E(99)^41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)^14+E(99)^41, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^13-E(99)^31, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^5-E(99)^-49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)-E(99)^10, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^34-E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^14-E(99)^41, E(99)^4-E(99)^40, E(99)^25-E(99)^-47, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^20, E(99)^16+E(99)^28+E(99)^49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^23-E(99)^32, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20, E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^4-E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)^34+E(99)^43, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^20, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^13-E(99)^31, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^13-E(99)^31, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^14-E(99)^41, E(99)^35-E(99)^-46], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^14+E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^12+E(99)^21, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21, -1*E(99)^4-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^14+E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^23-E(99)^32, E(99)^26+E(99)^29+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10, E(99)^2-E(99)^20, E(99)^25-E(99)^-47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^14-E(99)^41, E(99)^25-E(99)^-47, E(99)^23-E(99)^32, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^14+E(99)^41, E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^-49, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^13+E(99)^31, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^34-E(99)^43, E(99)^13-E(99)^31, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)^19+E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^20, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^35-E(99)^-46, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^7+E(99)^37+E(99)^40, E(99)^5+E(99)^17+E(99)^38, E(99)^5-E(99)^-49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^23+E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^24+E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^12-E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^23-E(99)^32, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^7+E(99)^37+E(99)^40, E(99)^34-E(99)^43, E(99)^35-E(99)^-46, E(99)-E(99)^10, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)^25+E(99)^-47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^14+E(99)^41, -1*E(99)^4+E(99)^40, E(99)^14-E(99)^41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^35+E(99)^-46, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^-47+E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^13-E(99)^31, E(99)^16+E(99)^28+E(99)^49, E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^13-E(99)^31, E(99)^14-E(99)^41, E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^34+E(99)^43, E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^13+E(99)^31, E(99)^23-E(99)^32, E(99)^26+E(99)^29+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^23-E(99)^32, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5-E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^5-E(99)^-49, E(99)^4-E(99)^40, E(99)^4+E(99)^7+E(99)^37, E(99)^25-E(99)^-47, -1*E(99)^34+E(99)^43, -1*E(99)^4+E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^25-E(99)^-47, -1*E(99)^13+E(99)^31, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^20, E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, E(99)^4+E(99)^7+E(99)^37, E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)^5+E(99)^17+E(99)^38, E(99)^7+E(99)^37+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10, E(99)-E(99)^10, E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^34-E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^23+E(99)^32, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^14-E(99)^41, -1*E(99)^34+E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^13+E(99)^31, E(99)^16+E(99)^28+E(99)^49], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^24-E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^12+E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^23-E(99)^32, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25-E(99)^-47, E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^34+E(99)^43, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^10, E(99)^7+E(99)^37+E(99)^40, E(99)^14-E(99)^41, E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^14-E(99)^41, E(99)^4-E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^35-E(99)^-46, E(99)^13-E(99)^31, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^4-E(99)^40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^14+E(99)^41, -1*E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^34-E(99)^43, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^13-E(99)^31, -1*E(99)^23+E(99)^32, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^19+E(99)^25+E(99)^-41, E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^23+E(99)^32, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5+E(99)^-49, E(99)^23-E(99)^32, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^5+E(99)^17+E(99)^38], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, E(99)^23+E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^34-E(99)^43, E(99)^34+E(99)^43, E(99)^7-E(99)^37+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^25+E(99)^-47, E(99)^34-E(99)^43, E(99)^4-E(99)^40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^25+E(99)^-47, E(99)^13-E(99)^31, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^20, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^25+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^4-E(99)^40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^5+E(99)^17+E(99)^38, E(99)^8+E(99)^41+E(99)^47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)+E(99)^10, -1*E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^10, E(99)^5+E(99)^17+E(99)^38, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^34+E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)^23-E(99)^32, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^14+E(99)^41, E(99)^34-E(99)^43, E(99)^8+E(99)^14+E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^13-E(99)^31, -1*E(99)^16-E(99)^28-E(99)^49], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^24-E(99)^42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)-E(99)^10, E(99)^4+E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^25+E(99)^-47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^26-E(99)^29+E(99)^-40, E(99)^25-E(99)^-47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^14+E(99)^41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^20, E(99)^14-E(99)^41, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^13-E(99)^31, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5-E(99)^-49, E(99)^13-E(99)^31, E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^20, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^10, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^23-E(99)^32, E(99)^35-E(99)^-46, E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^34-E(99)^43, -1*E(99)^4+E(99)^40, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^10, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^10, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^4-E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^16+E(99)^28+E(99)^49, E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^25-E(99)^-47, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^13-E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^4+E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, E(99)^13+E(99)^31, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^23-E(99)^32, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^35+E(99)^-46, E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^20, E(99)^7+E(99)^37+E(99)^40, E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^8+E(99)^41+E(99)^47, E(99)^35-E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5+E(99)^-49, -1*E(99)^14+E(99)^41, E(99)^34-E(99)^43, -1*E(99)^34+E(99)^43, E(99)^5-E(99)^-49, -1*E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^19+E(99)^25+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^14-E(99)^41, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^23+E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^20, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^13-E(99)^31, E(99)^25-E(99)^-47, E(99)-E(99)^10, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^13-E(99)^31, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10, E(99)^16+E(99)^28+E(99)^49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^13+E(99)^31, E(99)^4-E(99)^40, -1*E(99)+E(99)^10], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^8-E(99)^14-E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^4+E(99)^40, E(99)^19-E(99)^25-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^24+E(99)^42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^3+E(99)^30, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^13+E(99)^31, -1*E(99)-E(99)^10, E(99)^4+E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4-E(99)^40, E(99)^35+E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^25+E(99)^-47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^14-E(99)^41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^20, -1*E(99)^14+E(99)^41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^5-E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^20, E(99)^4-E(99)^40, E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^10, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^23+E(99)^32, -1*E(99)^35+E(99)^-46, -1*E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^23-E(99)^32, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^34+E(99)^43, E(99)^4-E(99)^40, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^35-E(99)^-46, E(99)-E(99)^10, E(99)^7+E(99)^37+E(99)^40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^10, E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^8+E(99)^41+E(99)^47, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25+E(99)^-47, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^18+E(99)^48+E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^13-E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^4+E(99)^40, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, E(99)^13+E(99)^31, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^7+E(99)^37+E(99)^40, E(99)^5-E(99)^-49, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^35-E(99)^-46, -1*E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^20, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^35+E(99)^-46, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^35+E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5-E(99)^-49, E(99)^14-E(99)^41, -1*E(99)^34+E(99)^43, E(99)^34-E(99)^43, -1*E(99)^5+E(99)^-49, E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^14+E(99)^41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^23-E(99)^32, E(99)^4+E(99)^7+E(99)^37, E(99)^4-E(99)^40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^23-E(99)^32, E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^20, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^13+E(99)^31, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^13-E(99)^31, -1*E(99)^4+E(99)^40, E(99)-E(99)^10], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^3-E(99)^30, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^15-E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^23-E(99)^32, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)^25+E(99)^-47, E(99)^16-E(99)^28+E(99)^49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^14-E(99)^41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^20, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^19+E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^13-E(99)^31, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^4-E(99)^40, E(99)^2-E(99)^20, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^35-E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^34+E(99)^43, -1*E(99)^14+E(99)^41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^10, E(99)^26+E(99)^29+E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^14-E(99)^41, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34-E(99)^43, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^20, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^5-E(99)^-49, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13-E(99)^31, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)^4-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^5-E(99)^-49, E(99)^23-E(99)^32, E(99)^8+E(99)^14+E(99)^47], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^24+E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^13-E(99)^31, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^20, -1*E(99)^14+E(99)^41, E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^14+E(99)^41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^13-E(99)^31, -1*E(99)^25+E(99)^-47, -1*E(99)^35+E(99)^-46, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^34-E(99)^43, E(99)^2-E(99)^20, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^4-E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^10, E(99)^23-E(99)^32, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^23+E(99)^32, E(99)^4-E(99)^40, -1*E(99)+E(99)^10, E(99)^14-E(99)^41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^5-E(99)^-49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^35-E(99)^-46, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^19+E(99)^25+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^3+E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^15+E(99)^-48, E(99)^3-E(99)^30, E(99)^15-E(99)^-48, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^23-E(99)^32, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)^25+E(99)^-47, E(99)^16-E(99)^28+E(99)^49, E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^14-E(99)^41, E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^4+E(99)^40, E(99)^13+E(99)^31, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)-E(99)^10, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20, E(99)^26+E(99)^29+E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, E(99)^4+E(99)^7+E(99)^37, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35-E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^20, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^35+E(99)^-46, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^13-E(99)^31, E(99)^34-E(99)^43, E(99)^14-E(99)^41, E(99)^5+E(99)^17+E(99)^38, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^10, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^14+E(99)^41, E(99)^25-E(99)^-47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^5-E(99)^-49, E(99)^2-E(99)^20, E(99)^8+E(99)^14+E(99)^47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)^4+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^25-E(99)^-47, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^5+E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)^8-E(99)^14-E(99)^47], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, E(99)+E(99)^10, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^24-E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, E(99)^18+E(99)^48+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^13-E(99)^31, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^13-E(99)^31, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^20, E(99)^14-E(99)^41, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^14-E(99)^41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^13+E(99)^31, E(99)^25-E(99)^-47, E(99)^35-E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^10, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^35+E(99)^-46, E(99)^4-E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^4-E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^40, E(99)^5-E(99)^-49, E(99)^13-E(99)^31, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^23+E(99)^32, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^34-E(99)^43, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^23-E(99)^32, -1*E(99)^4+E(99)^40, E(99)-E(99)^10, -1*E(99)^14+E(99)^41, E(99)^19+E(99)^25+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5+E(99)^-49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^35-E(99)^-46, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^19+E(99)^25+E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21, E(99)^3-E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24-E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^14-E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^23-E(99)^32, E(99)^17-E(99)^38+E(99)^-49, E(99)^34-E(99)^43, -1*E(99)^4+E(99)^40, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^20, E(99)^8+E(99)^41+E(99)^47, E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^13+E(99)^31, -1*E(99)^25+E(99)^-47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^20, -1*E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^10, E(99)^25-E(99)^-47, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35-E(99)^-46, E(99)^4+E(99)^7+E(99)^37, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^34+E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^5+E(99)^17+E(99)^38, E(99)^4-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^25-E(99)^-47, E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, E(99)^13-E(99)^31, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)-E(99)^10, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^14+E(99)^41, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^3-E(99)^30, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5+E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^25-E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^4-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^16-E(99)^28+E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^35+E(99)^-46, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^10, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^13+E(99)^31, E(99)^23-E(99)^32, E(99)^13-E(99)^31, E(99)^14-E(99)^41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^20, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^23+E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^34+E(99)^43, E(99)^25-E(99)^-47, E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^20, -1*E(99)+E(99)^10, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^10, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, E(99)^26+E(99)^29+E(99)^-40, E(99)^5-E(99)^-49, E(99)^13-E(99)^31, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^34-E(99)^43, E(99)^7+E(99)^37+E(99)^40, E(99)^35-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^25-E(99)^-47, E(99)^34-E(99)^43, -1*E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, -1*E(99)^35+E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^22, 2*E(99)^11, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^22, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^44, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^-22, -2*E(99)^44, -2*E(99)^-44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21, -1*E(99)^3+E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^24-E(99)^42, -1*E(99)^14-E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^23-E(99)^32, -1*E(99)^25-E(99)^-47, E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^25+E(99)^-47, E(99)^4+E(99)^40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^23-E(99)^32, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34+E(99)^43, E(99)^4-E(99)^40, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^13-E(99)^31, E(99)^25-E(99)^-47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^4-E(99)^40, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^20, E(99)^5-E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^25+E(99)^-47, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^10, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^34-E(99)^43, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^13-E(99)^31, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^16+E(99)^28+E(99)^49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)+E(99)^10, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^14-E(99)^41, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^-22, 2*E(99)^11, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^22, 2*E(99)^44, -2*E(99)^-22, 2*E(99)^-11, -2*E(99)^-11, 2*E(99)^22, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^-22, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-44, -2*E(99)^11, 2*E(99)^-22, -2*E(99)^22, -2*E(99)^-44, -2*E(99)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)+E(99)^10, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13+E(99)^31, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^3+E(99)^30, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5+E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^25-E(99)^-47, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^4-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^16-E(99)^28+E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^35-E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^13-E(99)^31, E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^10, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^13-E(99)^31, -1*E(99)^23+E(99)^32, -1*E(99)^13+E(99)^31, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^23-E(99)^32, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^34-E(99)^43, -1*E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^20, E(99)-E(99)^10, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^10, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^17+E(99)^38+E(99)^-49, E(99)^4-E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^13+E(99)^31, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^5-E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^25+E(99)^-47, -1*E(99)^34+E(99)^43, E(99)^14-E(99)^41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, E(99)^35-E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^7+E(99)^37+E(99)^40], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^26-E(99)^29+E(99)^-40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^4+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^13-E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^14-E(99)^41, E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^4+E(99)^7+E(99)^37, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^14+E(99)^41, E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^16+E(99)^28+E(99)^49, E(99)^4-E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^5-E(99)^-49, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^10, E(99)^14-E(99)^41, E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^35+E(99)^-46, -1*E(99)^34+E(99)^43, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^13-E(99)^31, E(99)-E(99)^10, E(99)^5-E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^13-E(99)^31, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^41+E(99)^47, E(99)^25-E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, E(99)^12-E(99)^21, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^23-E(99)^32, E(99)^8+E(99)^41-E(99)^47, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^14+E(99)^41, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^10, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^10, E(99)^25-E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^5-E(99)^-49, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34-E(99)^43, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^14+E(99)^41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^40, E(99)^4-E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35-E(99)^-46, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^34+E(99)^43, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, E(99)^13-E(99)^31, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^14-E(99)^41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^13+E(99)^31, -1*E(99)^23+E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^4+E(99)^40, E(99)^5-E(99)^-49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^26+E(99)^29+E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^23-E(99)^32, E(99)^35-E(99)^-46, -1*E(99)^13+E(99)^31, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^5+E(99)^-49, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^25-E(99)^-47, E(99)^13-E(99)^31], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^5+E(99)^-49, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^26-E(99)^29+E(99)^-40, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^4+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^13-E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^16-E(99)^28+E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^14+E(99)^41, -1*E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^10, E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^14-E(99)^41, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10, E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^4+E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^5+E(99)^-49, E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)^14+E(99)^41, -1*E(99)^25+E(99)^-47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^35-E(99)^-46, E(99)^34-E(99)^43, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^10, -1*E(99)^5+E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^13-E(99)^31, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^13+E(99)^31, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^13-E(99)^31, E(99)^4+E(99)^7+E(99)^37, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^25+E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^4+E(99)^7+E(99)^37, E(99)^26+E(99)^29+E(99)^-40, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^23+E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^12+E(99)^21, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^23-E(99)^32, E(99)^8+E(99)^41-E(99)^47, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, E(99)^14+E(99)^41, -1*E(99)^14-E(99)^41, -1*E(99)^4-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^23+E(99)^32, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^10, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^20, E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^25+E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^23-E(99)^32, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, E(99)^14-E(99)^41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^4+E(99)^40, E(99)^14-E(99)^41, E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^25+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^13+E(99)^31, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25-E(99)^-47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^16+E(99)^28+E(99)^49, E(99)^13-E(99)^31, E(99)^23-E(99)^32, E(99)^4+E(99)^7+E(99)^37, E(99)^4-E(99)^40, -1*E(99)^5+E(99)^-49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^23+E(99)^32, -1*E(99)^35+E(99)^-46, E(99)^13-E(99)^31, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^5-E(99)^-49, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^25+E(99)^-47, -1*E(99)^13+E(99)^31], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^24+E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^12-E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, E(99)^2+E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10, E(99)^13-E(99)^31, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^20, -1*E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^4-E(99)^40, E(99)-E(99)^10, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^4+E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^4+E(99)^7+E(99)^37, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^13+E(99)^31, E(99)^35-E(99)^-46, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)^23+E(99)^32, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^20, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5-E(99)^-49, E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^13-E(99)^31, E(99)^14-E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, -1*E(99)+E(99)^10, E(99)-E(99)^10, -1*E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^4+E(99)^40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^5+E(99)^-49, E(99)^14-E(99)^41, E(99)^4-E(99)^40, E(99)^7+E(99)^37+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20, E(99)^5-E(99)^-49], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^23-E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)-E(99)^10, E(99)+E(99)^10, -1*E(99)^4-E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^13-E(99)^31, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^10, E(99)^4+E(99)^7+E(99)^37, E(99)^14-E(99)^41, E(99)^13-E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^23-E(99)^32, E(99)^17+E(99)^38+E(99)^-49, E(99)^19+E(99)^25+E(99)^-41, E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^35-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^16+E(99)^28+E(99)^49, E(99)^25-E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^8+E(99)^14+E(99)^47, E(99)^13-E(99)^31, E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^16+E(99)^28+E(99)^49, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^10, -1*E(99)^2+E(99)^20, E(99)^5-E(99)^-49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)^5+E(99)^-49, E(99)^4-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^20, -1*E(99)^25+E(99)^-47, -1*E(99)^13+E(99)^31, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^5-E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^34-E(99)^43, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^10, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^34+E(99)^43, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10, E(99)^14-E(99)^41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4+E(99)^40, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^24-E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^12+E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)^16+E(99)^28-E(99)^49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)-E(99)^10, E(99)^2+E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^13-E(99)^31, -1*E(99)^23-E(99)^32, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10, -1*E(99)^13+E(99)^31, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^20, E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^10, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^4-E(99)^40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^5+E(99)^17+E(99)^38, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^13-E(99)^31, -1*E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^23-E(99)^32, E(99)^23-E(99)^32, E(99)^13-E(99)^31, E(99)^8+E(99)^14+E(99)^47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^20, E(99)^17+E(99)^38+E(99)^-49, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, E(99)-E(99)^10, -1*E(99)+E(99)^10, E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^4-E(99)^40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^5-E(99)^-49, -1*E(99)^14+E(99)^41, -1*E(99)^4+E(99)^40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)^5+E(99)^-49], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^4+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35+E(99)^-46, E(99)^5+E(99)^-49, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^13+E(99)^31, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)+E(99)^10, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^34-E(99)^43, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^23-E(99)^32, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)-E(99)^10, E(99)+E(99)^10, -1*E(99)^4-E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^5-E(99)^17+E(99)^38, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^25-E(99)^-47, E(99)^17-E(99)^38+E(99)^-49, E(99)^5+E(99)^-49, E(99)^14+E(99)^41, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)^13-E(99)^31, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^4+E(99)^7+E(99)^37, E(99)^7+E(99)^37+E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^10, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^14+E(99)^41, -1*E(99)^13+E(99)^31, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23+E(99)^32, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^35-E(99)^-46, E(99)^4+E(99)^7+E(99)^37, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^13-E(99)^31, E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^25+E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^10, E(99)^2-E(99)^20, -1*E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^4-E(99)^40, E(99)^14-E(99)^41, E(99)^5-E(99)^-49, -1*E(99)^4+E(99)^40, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^20, E(99)^25-E(99)^-47, E(99)^13-E(99)^31, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)^35-E(99)^-46, E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10, -1*E(99)^14+E(99)^41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^24-E(99)^42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)+E(99)^10, -1*E(99)^13-E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^16+E(99)^28+E(99)^49, E(99)^13-E(99)^31, -1*E(99)^34+E(99)^43, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^13-E(99)^31, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^5+E(99)^17+E(99)^38, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^5+E(99)^-49, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^25+E(99)^-47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^35-E(99)^-46, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^4-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10, E(99)^4+E(99)^7+E(99)^37, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^34-E(99)^43, E(99)^23-E(99)^32, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^4+E(99)^40, E(99)^5-E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^20, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^25-E(99)^-47, E(99)^35-E(99)^-46, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10, -1*E(99)^23+E(99)^32, E(99)^5-E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^20, E(99)^26+E(99)^29+E(99)^-40, E(99)^23-E(99)^32], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^23-E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, E(99)^5-E(99)^17+E(99)^38, E(99)^14+E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^25-E(99)^-47, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^25-E(99)^-47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^5-E(99)^-49, -1*E(99)^4+E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25-E(99)^-47, E(99)-E(99)^10, -1*E(99)^14+E(99)^41, E(99)^35-E(99)^-46, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^25+E(99)^-47, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^4+E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10, -1*E(99)+E(99)^10, E(99)^17+E(99)^38+E(99)^-49, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^23-E(99)^32, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^23+E(99)^32, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^4+E(99)^7+E(99)^37, E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^13-E(99)^31, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^20, -1*E(99)^35+E(99)^-46, E(99)^35-E(99)^-46, E(99)^4+E(99)^7+E(99)^37, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13-E(99)^31, E(99)^14-E(99)^41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^10+E(99)^34-E(99)^43], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^14+E(99)^41, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^25+E(99)^-47, E(99)^35+E(99)^-46, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^24+E(99)^42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^3+E(99)^30, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)+E(99)^10, -1*E(99)^13-E(99)^31, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^14-E(99)^41, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34+E(99)^43, E(99)^4+E(99)^40, -1*E(99)^4-E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^34-E(99)^43, E(99)^8+E(99)^41+E(99)^47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^13+E(99)^31, E(99)^34-E(99)^43, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^13+E(99)^31, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^13-E(99)^31, E(99)^19+E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^5-E(99)^-49, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^5-E(99)^-49, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)^25-E(99)^-47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^14-E(99)^41, E(99)-E(99)^10, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^40, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^4-E(99)^40, -1*E(99)^5+E(99)^-49, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^20, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^25+E(99)^-47, -1*E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, E(99)^23-E(99)^32, -1*E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^23+E(99)^32], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^14+E(99)^41, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^18+E(99)^48+E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^23-E(99)^32, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^25-E(99)^-47, -1*E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)^26-E(99)^29+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^34-E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^23+E(99)^32, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20, E(99)^5-E(99)^17+E(99)^38, E(99)^14+E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^25-E(99)^-47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^5+E(99)^-49, E(99)^4-E(99)^40, E(99)^17+E(99)^38+E(99)^-49, E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^10, E(99)^14-E(99)^41, -1*E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^4-E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10, E(99)-E(99)^10, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^23+E(99)^32, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^19+E(99)^-47+E(99)^-41, E(99)^5-E(99)^-49, E(99)^23-E(99)^32, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^34-E(99)^43, E(99)^13-E(99)^31, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^20, E(99)^35-E(99)^-46, -1*E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^14+E(99)^41, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^10-E(99)^34+E(99)^43], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^3-E(99)^30, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^15-E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^15+E(99)^-48, E(99)^17-E(99)^38+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^13+E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^20, E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20, E(99)^4-E(99)^40, -1*E(99)^23+E(99)^32, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10, -1*E(99)^2+E(99)^20, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^13-E(99)^31, E(99)^16+E(99)^28+E(99)^49, E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^23+E(99)^32, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^34-E(99)^43, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^5-E(99)^-49, E(99)^5-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^19+E(99)^25+E(99)^-41, E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^25+E(99)^-47, -1*E(99)^14+E(99)^41, -1*E(99)^5+E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^10, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^35+E(99)^-46, E(99)^14-E(99)^41, -1*E(99)^4+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^5+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5+E(99)^17+E(99)^38, E(99)^4-E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^14+E(99)^41], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^24+E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^25-E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^5+E(99)^-49, E(99)^35-E(99)^-46, E(99)^13-E(99)^31, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^34+E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10, E(99)^35-E(99)^-46, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, -1*E(99)^13+E(99)^31, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^20, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^14-E(99)^41, E(99)^13-E(99)^31, E(99)^8+E(99)^14+E(99)^47, E(99)^23-E(99)^32, -1*E(99)+E(99)^10, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^25+E(99)^-47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10, E(99)^34-E(99)^43, -1*E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^8+E(99)^41+E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^23+E(99)^32, E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^14-E(99)^41, E(99)^17+E(99)^38+E(99)^-49, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^19+E(99)^-47+E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^25+E(99)^-47, E(99)^23+E(99)^32, E(99)^19-E(99)^25-E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^34+E(99)^43, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^3+E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^15+E(99)^-48, E(99)^3-E(99)^30, E(99)^15-E(99)^-48, E(99)^17-E(99)^38+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)^34-E(99)^43, E(99)^5+E(99)^-49, E(99)^8+E(99)^41-E(99)^47, E(99)^35+E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^23-E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^25-E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4+E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^13+E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^20, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20, -1*E(99)^4+E(99)^40, E(99)^23-E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, E(99)^2-E(99)^20, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13+E(99)^31, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^7+E(99)^37+E(99)^40, E(99)^23-E(99)^32, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^35+E(99)^-46, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^4-E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^10, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^25-E(99)^-47, E(99)^14-E(99)^41, E(99)^5-E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^10, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^34-E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)^35-E(99)^-46, -1*E(99)^14+E(99)^41, E(99)^4-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^5-E(99)^-49, E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^4+E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^14-E(99)^41], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^34+E(99)^43, E(99)^2+E(99)^20, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^24-E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, E(99)^18+E(99)^48+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, E(99)+E(99)^10, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^34-E(99)^43, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^13-E(99)^31, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^25-E(99)^-47, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^23+E(99)^32, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)^8+E(99)^41-E(99)^47, E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^4+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^13+E(99)^31, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10, E(99)^35-E(99)^-46, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^-49, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^5-E(99)^-49, -1*E(99)^35+E(99)^-46, -1*E(99)^13+E(99)^31, E(99)^7+E(99)^37+E(99)^40, E(99)^34-E(99)^43, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10, -1*E(99)^35+E(99)^-46, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, E(99)^13-E(99)^31, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^20, E(99)^4+E(99)^7+E(99)^37, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^14+E(99)^41, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^23+E(99)^32, E(99)-E(99)^10, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10, -1*E(99)^34+E(99)^43, E(99)^25-E(99)^-47, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^14-E(99)^41, E(99)^23-E(99)^32, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^14+E(99)^41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^20, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21, E(99)^3-E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24-E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^24+E(99)^42, E(99)^8+E(99)^41-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^23-E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, E(99)^4+E(99)^40, E(99)^13+E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^10, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^13-E(99)^31, E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^23+E(99)^32, E(99)^35-E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^25+E(99)^-47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^10, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^20, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^13+E(99)^31, E(99)^4-E(99)^40, -1*E(99)^23+E(99)^32, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^34+E(99)^43, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^14+E(99)^41, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5+E(99)^17+E(99)^38, E(99)^17+E(99)^38+E(99)^-49, E(99)^26+E(99)^29+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^5+E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^16+E(99)^28+E(99)^49, E(99)^4-E(99)^40, E(99)^25-E(99)^-47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^14-E(99)^41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^34-E(99)^43, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^25-E(99)^-47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^13-E(99)^31, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^10, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^3-E(99)^30, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^7-E(99)^37+E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^25+E(99)^-47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^34-E(99)^43, -1*E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^5-E(99)^-49, -1*E(99)^35+E(99)^-46, E(99)^14-E(99)^41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^34-E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^23+E(99)^32, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^13+E(99)^31, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^34+E(99)^43, E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^10, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^35-E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^4+E(99)^7+E(99)^37, E(99)^19+E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^4+E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^5-E(99)^-49, E(99)^13-E(99)^31, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^10, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4-E(99)^40, E(99)^13-E(99)^31, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^40], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-11, 2*E(99)^44, -2*E(99)^44, 2*E(99)^11, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^-44, -2*E(99)^-11, -2*E(99)^-44, -2*E(99)^44, 2*E(99)^-22, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^11, -2*E(99)^-22, -2*E(99)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4+E(99)^40, E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5+E(99)^-49, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^14+E(99)^41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^34+E(99)^43, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21, -1*E(99)^3+E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^24-E(99)^42, E(99)^8+E(99)^41-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^25+E(99)^-47, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^14+E(99)^41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)+E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^23-E(99)^32, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^4-E(99)^7+E(99)^37, E(99)^4+E(99)^40, E(99)^13+E(99)^31, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^23+E(99)^32, E(99)^2+E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)+E(99)^10, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^35-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^10, E(99)^23-E(99)^32, -1*E(99)^35+E(99)^-46, E(99)^17+E(99)^38+E(99)^-49, E(99)^25-E(99)^-47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^10, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^20, E(99)^34-E(99)^43, E(99)^2-E(99)^20, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^13-E(99)^31, -1*E(99)^4+E(99)^40, E(99)^23-E(99)^32, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^34-E(99)^43, E(99)^16+E(99)^28+E(99)^49, E(99)^26+E(99)^29+E(99)^-40, E(99)^14-E(99)^41, E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, E(99)^5-E(99)^-49, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^4+E(99)^40, -1*E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^13-E(99)^31, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^34+E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13+E(99)^31, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^10, E(99)^26+E(99)^29+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^-22, 2*E(99)^-11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^11, 2*E(99)^44, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^11, 2*E(99)^-44, -2*E(99)^-44, 2*E(99)^-11, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^44, -2*E(99)^11, -2*E(99)^44, -2*E(99)^-44, 2*E(99)^22, -2*E(99)^44, 2*E(99)^11, -2*E(99)^-11, -2*E(99)^22, -2*E(99)^-22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^3+E(99)^30, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^7-E(99)^37+E(99)^40, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, E(99)^25+E(99)^-47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^5-E(99)^-49, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^13+E(99)^31, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^23+E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^34+E(99)^43, E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5+E(99)^-49, E(99)^35-E(99)^-46, -1*E(99)^14+E(99)^41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^34+E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^23-E(99)^32, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35-E(99)^-46, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^13-E(99)^31, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^34-E(99)^43, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^20, E(99)-E(99)^10, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5-E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^4-E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^13+E(99)^31, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^10, E(99)^8+E(99)^41+E(99)^47, E(99)^25-E(99)^-47, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4+E(99)^40, -1*E(99)^13+E(99)^31, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^4-E(99)^40], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^13+E(99)^31, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^5-E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^34+E(99)^43, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^10, -1*E(99)^4+E(99)^40, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23-E(99)^32, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^23+E(99)^32, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^13-E(99)^31, E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^14-E(99)^41, E(99)-E(99)^10, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^10, E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^13-E(99)^31, E(99)^25-E(99)^-47, -1*E(99)^14+E(99)^41, E(99)^16+E(99)^28+E(99)^49, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^25-E(99)^-47, E(99)^23-E(99)^32, E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^35-E(99)^-46, -1*E(99)^13+E(99)^31, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^4+E(99)^40, E(99)^4-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^20, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^20], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, E(99)^12-E(99)^21, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21, E(99)^7-E(99)^37+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^23+E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^16-E(99)^28+E(99)^49, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^35+E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^4+E(99)^40, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^23-E(99)^32, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^13+E(99)^31, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^25-E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^10, E(99)^23-E(99)^32, E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5-E(99)^-49, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, E(99)-E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^23+E(99)^32, -1*E(99)^25+E(99)^-47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^13+E(99)^31, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^20, -1*E(99)^23+E(99)^32, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10, E(99)^25-E(99)^-47, E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^20, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^34+E(99)^43, E(99)^14-E(99)^41, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^4+E(99)^7+E(99)^37, E(99)^17+E(99)^38+E(99)^-49, E(99)^5+E(99)^17+E(99)^38, E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^15+E(99)^-48, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, E(99)^5+E(99)^-49, E(99)+E(99)^10, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^23+E(99)^32, E(99)^34+E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^35+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^35+E(99)^-46, E(99)^14+E(99)^41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^13+E(99)^31, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^4-E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^34-E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^35-E(99)^-46, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^14-E(99)^41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)+E(99)^10, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^25-E(99)^-47, E(99)^26-E(99)^29+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^14-E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^5+E(99)^-49, E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^10, E(99)^4-E(99)^40, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^23-E(99)^32, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^7+E(99)^37+E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^8+E(99)^41+E(99)^47, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^10, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)^25+E(99)^-47, E(99)^14-E(99)^41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^23+E(99)^32, -1*E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^35+E(99)^-46, E(99)^13-E(99)^31, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^20, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^4-E(99)^40, -1*E(99)^4+E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^20, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^34-E(99)^43, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^20], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, E(99)^9+E(99)^-9, -1*E(99)^36-E(99)^-36, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^27-E(99)^-27, -1*E(99)^9-E(99)^-9, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^36+E(99)^-36, E(99)^18+E(99)^-18, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^24+E(99)^42, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^2+E(99)^20, E(99)+E(99)^10, E(99)^23+E(99)^32, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4+E(99)^40, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^12+E(99)^21, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21, E(99)^7-E(99)^37+E(99)^40, E(99)^25+E(99)^-47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^14-E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2-E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^23+E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8+E(99)^41-E(99)^47, E(99)^4-E(99)^7+E(99)^37, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)-E(99)^10, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, -1*E(99)^25-E(99)^-47, E(99)^16-E(99)^28+E(99)^49, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^-49, E(99)^35-E(99)^-46, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^4-E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^23+E(99)^32, E(99)^26+E(99)^29+E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^16+E(99)^28+E(99)^49, E(99)^13-E(99)^31, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)^23+E(99)^32, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^10, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^23-E(99)^32, E(99)^25-E(99)^-47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^13-E(99)^31, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^20, E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^4+E(99)^7+E(99)^37, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10, -1*E(99)^25+E(99)^-47, -1*E(99)^35+E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^20, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^34-E(99)^43, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34-E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^24+E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^12-E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^23-E(99)^32, E(99)^23+E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^4-E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^23-E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^16+E(99)^28+E(99)^49, E(99)^14-E(99)^41, -1*E(99)^34+E(99)^43, -1*E(99)^4+E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^35-E(99)^-46, -1*E(99)+E(99)^10, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^20, E(99)^34-E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^40, E(99)^34-E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5-E(99)^-49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^5+E(99)^-49, E(99)^5-E(99)^-49, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^13+E(99)^31, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^35+E(99)^-46, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^20, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^4-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^35-E(99)^-46, E(99)^17+E(99)^38+E(99)^-49], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^35+E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^4+E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)^14+E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^4+E(99)^40, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^20, E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^14-E(99)^41, E(99)^25-E(99)^-47, E(99)^5-E(99)^-49, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^35-E(99)^-46, E(99)^13-E(99)^31, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^35+E(99)^-46, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^14+E(99)^41, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5-E(99)^-49, E(99)^2-E(99)^20, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^16+E(99)^28+E(99)^49, E(99)^34-E(99)^43, E(99)^34-E(99)^43, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^13+E(99)^31, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^5+E(99)^-49, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^20, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)+E(99)^10, E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10, -1*E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, E(99)^3+E(99)^30, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^15+E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^14+E(99)^41, E(99)^25+E(99)^-47, E(99)+E(99)^10, E(99)^34+E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^23+E(99)^32, E(99)^3-E(99)^30, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^24-E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^12+E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, E(99)^13+E(99)^31, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^14-E(99)^41, E(99)^4+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^23-E(99)^32, E(99)^23+E(99)^32, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23-E(99)^32, -1*E(99)^35-E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2-E(99)^20, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^14+E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^4-E(99)^40, -1*E(99)-E(99)^10, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25-E(99)^-47, E(99)^2-E(99)^20, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^14+E(99)^41, E(99)^34-E(99)^43, E(99)^4-E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^35+E(99)^-46, E(99)-E(99)^10, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^-49, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^20, -1*E(99)^34+E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^4-E(99)^40, -1*E(99)^34+E(99)^43, E(99)^13-E(99)^31, E(99)^8+E(99)^41+E(99)^47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^7+E(99)^37+E(99)^40, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^5-E(99)^-49, -1*E(99)^5+E(99)^-49, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^13-E(99)^31, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^20, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^4+E(99)^40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^35+E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, E(99)^27+E(99)^-27, -1*E(99)^9-E(99)^-9, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^18-E(99)^-18, -1*E(99)^27-E(99)^-27, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^9+E(99)^-9, E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^3+E(99)^30, E(99)^12+E(99)^21, E(99)^15+E(99)^-48, E(99)^24+E(99)^42, -1*E(99)^18+E(99)^48-E(99)^-48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^45-E(99)^-45, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^15-E(99)^-48, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)+E(99)^10, E(99)^23+E(99)^32, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, E(99)^4+E(99)^40, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^35+E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^3+E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^5+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, E(99)^35+E(99)^-46, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^35-E(99)^-46, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^25-E(99)^-47, E(99)^19+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)+E(99)^10, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^35-E(99)^-46, E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^4+E(99)^40, E(99)^26-E(99)^29+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4-E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)^14-E(99)^41, E(99)^14+E(99)^41, -1*E(99)^5-E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^2+E(99)^20, -1*E(99)^2-E(99)^20, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^34-E(99)^43, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^4-E(99)^40, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^20, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^5+E(99)^17+E(99)^38, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^25+E(99)^-47, -1*E(99)^5+E(99)^-49, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)^14-E(99)^41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^4-E(99)^40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^35-E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^14-E(99)^41, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^8+E(99)^41+E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^20, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^34+E(99)^43, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^-47+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^13-E(99)^31, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^5-E(99)^-49, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^2-E(99)^20, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)-E(99)^10, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10, E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^5-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^24-E(99)^42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^13-E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, E(99)^8+E(99)^14+E(99)^47, E(99)^14-E(99)^41, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^13-E(99)^31, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^10, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^23+E(99)^32, E(99)^25-E(99)^-47, -1*E(99)^13+E(99)^31, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^8+E(99)^41+E(99)^47, E(99)^23-E(99)^32, E(99)^5+E(99)^17+E(99)^38, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^23-E(99)^32, E(99)^16+E(99)^28+E(99)^49, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20, E(99)^2-E(99)^20, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)^34+E(99)^43, E(99)^4+E(99)^7+E(99)^37, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^4+E(99)^40, E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^35+E(99)^-46, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^20, -1*E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)^25-E(99)^-47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^18+E(99)^48+E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^4+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^13+E(99)^31, -1*E(99)^25-E(99)^-47, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, E(99)^19+E(99)^25+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, E(99)^4+E(99)^7+E(99)^37, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^14-E(99)^41, E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^20, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^5-E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^4+E(99)^40, E(99)^14-E(99)^41, E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^5+E(99)^-49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^5+E(99)^17+E(99)^38, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^25+E(99)^-47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^25-E(99)^-47, E(99)^23-E(99)^32, E(99)^26+E(99)^29+E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^10, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^35-E(99)^-46, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13+E(99)^31, E(99)^19+E(99)^-47+E(99)^-41, E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^13-E(99)^31, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^23+E(99)^32, E(99)^34-E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^34+E(99)^43], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, E(99)^3+E(99)^30, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^24+E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^8-E(99)^14-E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^14+E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^25+E(99)^-47, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^24+E(99)^42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^3+E(99)^30, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^35-E(99)^-46, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^4-E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^5-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^14+E(99)^41, -1*E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^-49, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, E(99)+E(99)^10, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^2-E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)-E(99)^10, E(99)^34+E(99)^43, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35-E(99)^-46, -1*E(99)^2-E(99)^20, -1*E(99)^25-E(99)^-47, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^-49, -1*E(99)-E(99)^10, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^23+E(99)^32, E(99)^19+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^13-E(99)^31, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^10, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^14+E(99)^41, E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^13+E(99)^31, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^10, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^5-E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^23-E(99)^32, -1*E(99)^25+E(99)^-47, E(99)^13-E(99)^31, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^23+E(99)^32, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)^19+E(99)^25+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^23+E(99)^32, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^34-E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^20, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^7+E(99)^37+E(99)^40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^20, E(99)^34-E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^4-E(99)^40, -1*E(99)^34+E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^35-E(99)^-46, E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^20, E(99)^25-E(99)^-47, E(99)^19+E(99)^25+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^14-E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35-E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^27+E(99)^-27, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^36+E(99)^-36, E(99)^45+E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, E(99)^45+E(99)^-45, -1*E(99)^18-E(99)^-18, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^36-E(99)^-36, -1*E(99)^45-E(99)^-45, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^18+E(99)^-18, E(99)^9+E(99)^-9, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^15+E(99)^-48, E(99)^3+E(99)^30, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^9-E(99)^24-E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42+E(99)^-42, -1*E(99)^12-E(99)^21, -1*E(99)^3-E(99)^30, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^25+E(99)^-47, E(99)^19-E(99)^25-E(99)^-41, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^34+E(99)^43, E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^35+E(99)^-46, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^8-E(99)^14-E(99)^47, E(99)^13+E(99)^31, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^18+E(99)^48+E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)+E(99)^10, E(99)^4+E(99)^40, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2+E(99)^20, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^19+E(99)^-47-E(99)^-41, E(99)^5-E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^13+E(99)^31, -1*E(99)^25-E(99)^-47, -1*E(99)^23-E(99)^32, -1*E(99)^13-E(99)^31, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4-E(99)^40, -1*E(99)^5-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^23-E(99)^32, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8-E(99)^14-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, E(99)^4-E(99)^7+E(99)^37, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^35-E(99)^-46, E(99)^34+E(99)^43, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^14-E(99)^41, -1*E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^-49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^4-E(99)^40, E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^14+E(99)^41, -1*E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^20, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^4-E(99)^40, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^16+E(99)^28+E(99)^49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^5-E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^5+E(99)^17+E(99)^38, E(99)^19+E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^5-E(99)^-49, E(99)^25-E(99)^-47, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^25+E(99)^-47, -1*E(99)^23+E(99)^32, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^10, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^10, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^13-E(99)^31, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^13+E(99)^31, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^23-E(99)^32, -1*E(99)^34+E(99)^43, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^14-E(99)^41, E(99)-E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^34-E(99)^43], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^3-E(99)^30, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^15-E(99)^-48, -1*E(99)^3+E(99)^30, -1*E(99)^15+E(99)^-48, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^13+E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, E(99)^4+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^23-E(99)^32, E(99)^13-E(99)^31, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^5+E(99)^-49, E(99)^35-E(99)^-46, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^34-E(99)^43, E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^35+E(99)^-46, E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^13+E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^2-E(99)^20, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)^23+E(99)^32, -1*E(99)^7-E(99)^37-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^14+E(99)^41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^5-E(99)^-49, E(99)-E(99)^10, E(99)^25-E(99)^-47, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^20, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^34+E(99)^43, E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^8+E(99)^14+E(99)^47, E(99)^17+E(99)^38+E(99)^-49, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^19+E(99)^25+E(99)^-41, E(99)^23-E(99)^32, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^25-E(99)^-47, E(99)^34-E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^25+E(99)^-47, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^10, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^8+E(99)^41+E(99)^47, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^5-E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^16+E(99)^28+E(99)^49, E(99)^5+E(99)^17+E(99)^38, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13-E(99)^31, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3+E(99)^30, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, E(99)^12-E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^3-E(99)^30, -1*E(99)^24+E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^16-E(99)^28+E(99)^49, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, E(99)^17-E(99)^38+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^34-E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^8+E(99)^14+E(99)^47, E(99)^4-E(99)^40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^10, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^5-E(99)^-49, -1*E(99)^34+E(99)^43, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^20, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^14+E(99)^41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^17+E(99)^38+E(99)^-49, E(99)^23-E(99)^32, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^35-E(99)^-46, E(99)^7+E(99)^37+E(99)^40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^13+E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^35-E(99)^-46, E(99)^23-E(99)^32, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)-E(99)^10, E(99)^19+E(99)^25+E(99)^-41, E(99)^14-E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^34+E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^23+E(99)^32, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^5+E(99)^-49, E(99)^5-E(99)^-49, E(99)-E(99)^10, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^13-E(99)^31, -1*E(99)^25+E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, E(99)^14-E(99)^41, -1*E(99)^25+E(99)^-47, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)+E(99)^10, E(99)^25-E(99)^-47], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3+E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^12+E(99)^21, E(99)^24+E(99)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^24-E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^24+E(99)^42, -1*E(99)^15-E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^3-E(99)^30, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, E(99)^2+E(99)^20, E(99)^35+E(99)^-46, E(99)^23+E(99)^32, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^25+E(99)^-47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^34+E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^14+E(99)^41, E(99)^8-E(99)^14-E(99)^47, E(99)+E(99)^10, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^18-E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21, E(99)^18+E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^24-E(99)^42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^9+E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^3+E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^15+E(99)^-48, E(99)^3-E(99)^30, E(99)^15-E(99)^-48, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^8-E(99)^14-E(99)^47, E(99)^23+E(99)^32, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^25-E(99)^-47, E(99)+E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^13-E(99)^31, -1*E(99)-E(99)^10, -1*E(99)^2-E(99)^20, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^4-E(99)^7+E(99)^37, -1*E(99)-E(99)^10, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^13+E(99)^31, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^25-E(99)^-47, E(99)^8+E(99)^41-E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^5-E(99)^-49, E(99)^5+E(99)^-49, -1*E(99)^2-E(99)^20, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^4-E(99)^40, E(99)^4+E(99)^40, E(99)^19+E(99)^-47-E(99)^-41, E(99)^26-E(99)^29+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^34+E(99)^43, -1*E(99)^34-E(99)^43, E(99)^17-E(99)^38+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^14-E(99)^41, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^5-E(99)^17+E(99)^38, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^7-E(99)^37+E(99)^40, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^14+E(99)^41, -1*E(99)^13-E(99)^31, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^23-E(99)^32, -1*E(99)^13+E(99)^31, E(99)^19+E(99)^25+E(99)^-41, E(99)^35-E(99)^-46, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^5-E(99)^-49, -1*E(99)^35+E(99)^-46, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^7+E(99)^37+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, E(99)^2-E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^35-E(99)^-46, -1*E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, E(99)^13-E(99)^31, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^20, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^35+E(99)^-46, E(99)^4-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10, E(99)^23-E(99)^32, E(99)^7+E(99)^37+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)^14-E(99)^41, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)^25+E(99)^-47, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^20, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^25-E(99)^-47, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^34-E(99)^43, -1*E(99)^23+E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^23+E(99)^32, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^25+E(99)^-47, -1*E(99)^34+E(99)^43, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^25-E(99)^-47, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^5+E(99)^17+E(99)^38, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^5-E(99)^-49, E(99)^4+E(99)^7+E(99)^37, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^8+E(99)^41+E(99)^47], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^18+E(99)^-18, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, E(99)^36+E(99)^-36, -1*E(99)^45-E(99)^-45, -1*E(99)^27-E(99)^-27, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^-9, -1*E(99)^36-E(99)^-36, E(99)^9+E(99)^-9, E(99)^18+E(99)^-18, E(99)^45+E(99)^-45, E(99)^27+E(99)^-27, E(99)^15+E(99)^-48, E(99)^12+E(99)^21, E(99)^3+E(99)^30, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^42+E(99)^-42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^45+E(99)^-45, -1*E(99)^45+E(99)^-45, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^45-E(99)^-45, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^24+E(99)^42, -1*E(99)^24-E(99)^42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^3-E(99)^30, E(99)^9+E(99)^42-E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^3-E(99)^30, -1*E(99)^12-E(99)^21, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24-E(99)^42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^23+E(99)^32, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^7+E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^5+E(99)^-49, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^13+E(99)^31, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^34+E(99)^43, E(99)^14+E(99)^41, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)+E(99)^10, E(99)^35+E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^15-E(99)^-48, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^15+E(99)^-48, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1*E(99)^9-E(99)^42-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1*E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3-E(99)^30, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^12+E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^3+E(99)^30, E(99)^24-E(99)^42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, E(99)^18+E(99)^48+E(99)^-48, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^16-E(99)^28+E(99)^49, E(99)^34+E(99)^43, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^14+E(99)^41, E(99)^17-E(99)^38+E(99)^-49, E(99)^23+E(99)^32, -1*E(99)^5+E(99)^17-E(99)^38, E(99)^8+E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^23-E(99)^32, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5-E(99)^-49, E(99)+E(99)^10, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^13+E(99)^31, -1*E(99)^2-E(99)^20, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^13-E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^25-E(99)^-47, -1*E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)-E(99)^10, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^14-E(99)^41, E(99)^4-E(99)^7+E(99)^37, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35+E(99)^-46, -1*E(99)^19+E(99)^25+E(99)^-41, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^25-E(99)^-47, -1*E(99)^34-E(99)^43, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^16-E(99)^28+E(99)^49, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^5-E(99)^17+E(99)^38, E(99)^25+E(99)^-47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^2+E(99)^20, -1*E(99)^5-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^34-E(99)^43, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^13-E(99)^31, E(99)^4-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5-E(99)^-49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^4+E(99)^40, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^40, E(99)-E(99)^10, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^23-E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^5+E(99)^-49, E(99)^34-E(99)^43, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^20, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^14-E(99)^41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^23+E(99)^32, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^35+E(99)^-46, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^35-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^13-E(99)^31, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^35+E(99)^-46, -1*E(99)^23+E(99)^32, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)+E(99)^10, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^14+E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^34-E(99)^43, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^25+E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)^23-E(99)^32, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^5+E(99)^17+E(99)^38, E(99)^5-E(99)^-49, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^13+E(99)^31, E(99)^25-E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^35-E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^5+E(99)^17+E(99)^38, E(99)^16+E(99)^28+E(99)^49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^14+E(99)^41, E(99)^25-E(99)^-47, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)-E(99)^10, -1*E(99)^25+E(99)^-47], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^14+E(99)^41, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21, E(99)^3-E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^24-E(99)^42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^25+E(99)^-47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^14-E(99)^41, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^13+E(99)^31, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5-E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^14-E(99)^41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^13-E(99)^31, -1*E(99)^25+E(99)^-47, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^25+E(99)^-47, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^5+E(99)^17+E(99)^38, E(99)^19+E(99)^25+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^34-E(99)^43, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^25-E(99)^-47, -1*E(99)^34+E(99)^43, E(99)^35-E(99)^-46, E(99)^13-E(99)^31, E(99)^2-E(99)^20, -1*E(99)^4+E(99)^40, E(99)^5-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^25-E(99)^-47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^35-E(99)^-46, -1*E(99)+E(99)^10, -1*E(99)^35+E(99)^-46, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^13+E(99)^31, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^14+E(99)^41, E(99)^16+E(99)^28+E(99)^49, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^13+E(99)^31, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4-E(99)^40, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^35+E(99)^-46, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^4+E(99)^7+E(99)^37, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^23+E(99)^32, E(99)^26+E(99)^29+E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^34+E(99)^43, E(99)-E(99)^10, -1*E(99)^14+E(99)^41, -1*E(99)^23+E(99)^32, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^14-E(99)^41, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4-E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^2+E(99)^20, E(99)^34-E(99)^43, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^5+E(99)^17+E(99)^38, -1*E(99)^26-E(99)^29-E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12-E(99)^21, -1*E(99)^3+E(99)^30, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^3-E(99)^30, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^24+E(99)^42, E(99)^15-E(99)^-48, E(99)^18+E(99)^48+E(99)^-48, E(99)^24-E(99)^42, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^3-E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^16-E(99)^28+E(99)^49, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^5-E(99)^17+E(99)^38, E(99)^25+E(99)^-47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^23+E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^10, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^35-E(99)^-46, E(99)^14-E(99)^41, E(99)^17+E(99)^38+E(99)^-49, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^8+E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^13-E(99)^31, E(99)^8+E(99)^41+E(99)^47, E(99)^23-E(99)^32, E(99)^34-E(99)^43, -1*E(99)^13+E(99)^31, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^8-E(99)^14-E(99)^47, E(99)^5-E(99)^-49, E(99)-E(99)^10, E(99)^4-E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^14+E(99)^41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^34+E(99)^43, -1*E(99)^4+E(99)^40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^35-E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)^4+E(99)^40, -1*E(99)^35+E(99)^-46, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^20, E(99)^26+E(99)^29+E(99)^-40, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^5+E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^25-E(99)^-47, E(99)^25-E(99)^-47, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^13-E(99)^31, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, E(99)^7+E(99)^37+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^5-E(99)^17-E(99)^38, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^25+E(99)^-47, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^5-E(99)^-49, E(99)^26+E(99)^29+E(99)^-40, E(99)^8+E(99)^14+E(99)^47, E(99)^14-E(99)^41, -1*E(99)^14+E(99)^41, E(99)^16+E(99)^28+E(99)^49, E(99)^5+E(99)^17+E(99)^38, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^2-E(99)^20, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^25+E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^8+E(99)^14+E(99)^47, E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^19-E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^23+E(99)^32, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^4+E(99)^7+E(99)^37], [2, -2, -2, 2, 0, 0, 2*E(99)^-33, 2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-33, -2*E(99)^-33, -2*E(99)^-33, -2*E(99)^33, 2*E(99)^33, -2*E(99)^33, 0, 0, 0, 0, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^44, 2*E(99)^-11, -2*E(99)^-44, 2*E(99)^-22, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-11, -2*E(99)^11, 2*E(99)^22, -2*E(99)^-44, -2*E(99)^22, -2*E(99)^-22, 2*E(99)^11, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^44, -2*E(99)^11, -2*E(99)^-11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, -1*E(99)^9-E(99)^42+E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^3+E(99)^30, E(99)^24+E(99)^42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, E(99)^6+E(99)^27+E(99)^39, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^12+E(99)^21, -1*E(99)^12-E(99)^21, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^15-E(99)^-48, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, E(99)^15+E(99)^-48, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1*E(99)^24-E(99)^42, -1*E(99)^3-E(99)^30, E(99)^18-E(99)^48+E(99)^-48, E(99)^9+E(99)^42-E(99)^-42, E(99)^18-E(99)^48+E(99)^-48, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^5+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^35+E(99)^-46, E(99)^13+E(99)^31, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^23+E(99)^32, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^25+E(99)^-47, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^4+E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^34+E(99)^43, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^5+E(99)^17-E(99)^38, E(99)+E(99)^10, E(99)^14+E(99)^41, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^15+E(99)^-48, -1*E(99)^12+E(99)^21, -1*E(99)^3+E(99)^30, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, -1*E(99)^24+E(99)^42, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^24-E(99)^42, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^5+E(99)^-49, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^25+E(99)^-47, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^4+E(99)^40, -1*E(99)^25-E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^19-E(99)^25-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^16-E(99)^28+E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^8-E(99)^14-E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)^23+E(99)^32, -1*E(99)^34-E(99)^43, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, -1*E(99)^23-E(99)^32, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^4-E(99)^7+E(99)^37, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^23-E(99)^32, -1*E(99)^14-E(99)^41, E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^4-E(99)^40, -1*E(99)^14-E(99)^41, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^5-E(99)^-49, -1*E(99)^13-E(99)^31, E(99)^13+E(99)^31, -1*E(99)^4-E(99)^40, -1*E(99)^2-E(99)^20, -1*E(99)^35-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)+E(99)^10, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^8+E(99)^41-E(99)^47, -1*E(99)-E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, -1*E(99)^4+E(99)^7-E(99)^37, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^8+E(99)^41-E(99)^47, -1*E(99)^34-E(99)^43, -1*E(99)-E(99)^10, E(99)^2+E(99)^20, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^7-E(99)^37+E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^13-E(99)^31, E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^35+E(99)^-46, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^5-E(99)^-49, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^23+E(99)^32, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^14+E(99)^41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^13+E(99)^31, E(99)^25-E(99)^-47, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^25-E(99)^-47, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, -1*E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^25+E(99)^-47, E(99)^34-E(99)^43, -1*E(99)^35+E(99)^-46, -1*E(99)^13+E(99)^31, -1*E(99)^2+E(99)^20, E(99)^4-E(99)^40, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^25+E(99)^-47, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^20, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)^35+E(99)^-46, E(99)-E(99)^10, E(99)^35-E(99)^-46, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^13-E(99)^31, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^5+E(99)^-49, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)+E(99)^10, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^14-E(99)^41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^13-E(99)^31, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^4-E(99)^40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^5-E(99)^-49, E(99)-E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, E(99)^8+E(99)^41+E(99)^47, E(99)^8+E(99)^41+E(99)^47, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^5-E(99)^-49, E(99)^5+E(99)^17+E(99)^38, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4+E(99)^40, -1*E(99)^16-E(99)^28-E(99)^49, E(99)^35-E(99)^-46, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^4-E(99)^7-E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^20, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, E(99)^4+E(99)^7+E(99)^37, E(99)^19+E(99)^25+E(99)^-41, E(99)^19+E(99)^-47+E(99)^-41, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^16+E(99)^28+E(99)^49, E(99)^8+E(99)^14+E(99)^47, E(99)^23-E(99)^32, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41-E(99)^47, E(99)^34-E(99)^43, -1*E(99)+E(99)^10, E(99)^14-E(99)^41, E(99)^23-E(99)^32, E(99)^19+E(99)^25+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^4+E(99)^40, -1*E(99)^26-E(99)^29-E(99)^-40, E(99)^2-E(99)^20, -1*E(99)^34+E(99)^43, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^5-E(99)^17-E(99)^38, E(99)^26+E(99)^29+E(99)^-40], [2, -2, -2, 2, 0, 0, 2*E(99)^33, 2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^33, -2*E(99)^33, -2*E(99)^33, -2*E(99)^-33, 2*E(99)^-33, -2*E(99)^-33, 0, 0, 0, 0, 2*E(99)^11, 2*E(99)^-44, 2*E(99)^22, 2*E(99)^-11, 2*E(99)^44, 2*E(99)^-22, E(99)^9+E(99)^-9, E(99)^36+E(99)^-36, E(99)^27+E(99)^-27, E(99)^45+E(99)^-45, E(99)^18+E(99)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(99)^-44, 2*E(99)^11, -2*E(99)^44, 2*E(99)^22, -2*E(99)^22, 2*E(99)^-44, -2*E(99)^11, -2*E(99)^-11, 2*E(99)^-22, -2*E(99)^44, -2*E(99)^-22, -2*E(99)^22, 2*E(99)^-11, -2*E(99)^-22, 2*E(99)^44, -2*E(99)^-44, -2*E(99)^-11, -2*E(99)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^18-E(99)^-18, -1*E(99)^45-E(99)^-45, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, E(99)^18+E(99)^-18, -1*E(99)^27-E(99)^-27, -1*E(99)^36-E(99)^-36, -1*E(99)^9-E(99)^-9, -1*E(99)^27-E(99)^-27, -1*E(99)^45-E(99)^-45, -1*E(99)^18-E(99)^-18, E(99)^45+E(99)^-45, E(99)^9+E(99)^-9, E(99)^27+E(99)^-27, E(99)^36+E(99)^-36, E(99)^24+E(99)^42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^15+E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, E(99)^3+E(99)^30, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(99)^9-E(99)^24-E(99)^-42, E(99)^9+E(99)^24+E(99)^-42, -1*E(99)^15-E(99)^18-E(99)^48, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^6+E(99)^27+E(99)^39, E(99)^6+E(99)^27+E(99)^39, -1*E(99)^15-E(99)^18-E(99)^48, E(99)^15+E(99)^18+E(99)^48, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, E(99)^15+E(99)^18+E(99)^48, -1*E(99)^45+E(99)^-45, E(99)^9+E(99)^24+E(99)^-42, 1-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1*E(99)^45+E(99)^-45, E(99)^45-E(99)^-45, -1*E(99)^9-E(99)^24-E(99)^-42, -1*E(99)^6-E(99)^27-E(99)^39, -1+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^45-E(99)^-45, -1*E(99)^12-E(99)^21-E(99)^45-E(99)^-45, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^3+E(99)^30, E(99)^18-E(99)^48+E(99)^-48, -1*E(99)^12-E(99)^21, -1*E(99)^18+E(99)^48-E(99)^-48, E(99)^18-E(99)^48+E(99)^-48, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^12+E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^15-E(99)^-48, -1*E(99)^24-E(99)^42, -1*E(99)^15-E(99)^-48, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, E(99)^12+E(99)^21+E(99)^45+E(99)^-45, -1*E(99)^3-E(99)^30, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3-E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^9-E(99)^42+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12-E(99)^21, E(99)^9+E(99)^42-E(99)^-42, -1*E(99)^3-E(99)^30, -1*E(99)^24-E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^24+E(99)^42, -1+E(99)^3+E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^15+E(99)^-48, E(99)^34+E(99)^43, E(99)+E(99)^10, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, E(99)^5+E(99)^-49, -1*E(99)^26+E(99)^29-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, E(99)^19-E(99)^25-E(99)^-41, E(99)^14+E(99)^41, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^17+E(99)^38-E(99)^-49, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^35+E(99)^-46, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^23+E(99)^32, E(99)^13+E(99)^31, E(99)^2+E(99)^20, E(99)^8-E(99)^14-E(99)^47, -1*E(99)^8-E(99)^41+E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^4+E(99)^40, -1*E(99)^7+E(99)^37-E(99)^40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)^25+E(99)^-47, -1*E(99)^16+E(99)^28-E(99)^49, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^19-E(99)^-47+E(99)^-41, E(99)^24-E(99)^42, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^24+E(99)^42, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^6+E(99)^9-E(99)^12+E(99)^18-E(99)^21+E(99)^27-E(99)^30+E(99)^33-E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^12+E(99)^21, E(99)^3-E(99)^30, -1+E(99)^3-E(99)^6-E(99)^9+E(99)^12-E(99)^18+E(99)^21-E(99)^27+E(99)^30-E(99)^33+E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^3+E(99)^30, -1*E(99)^18-E(99)^48-E(99)^-48, E(99)^12-E(99)^21, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, E(99)^12-E(99)^21, E(99)^18+E(99)^48+E(99)^-48, E(99)^15-E(99)^-48, E(99)^12-E(99)^21+E(99)^45-E(99)^-45, -1*E(99)^12+E(99)^21, 1-E(99)^3+E(99)^9-E(99)^12+E(99)^18-E(99)^21-E(99)^30+E(99)^33-2*E(99)^39+E(99)^42-E(99)^48+E(99)^-48-E(99)^-42, -1*E(99)^15+E(99)^-48, E(99)^9+E(99)^42+E(99)^-42, E(99)^24-E(99)^42, -1*E(99)^15+E(99)^-48, -1*E(99)^18-E(99)^48-E(99)^-48, -1*E(99)^24+E(99)^42, -1*E(99)^9-E(99)^42-E(99)^-42, E(99)^18+E(99)^48+E(99)^-48, -1*E(99)^12+E(99)^21-E(99)^45+E(99)^-45, -1-E(99)^3+E(99)^6-E(99)^9+E(99)^15-E(99)^18+E(99)^24-E(99)^27+E(99)^30-2*E(99)^36+E(99)^39-E(99)^45+E(99)^48-E(99)^-45+E(99)^-42, -1*E(99)^3+E(99)^30, 1+E(99)^3-E(99)^6+E(99)^9-E(99)^15+E(99)^18-E(99)^24+E(99)^27-E(99)^30+2*E(99)^36-E(99)^39+E(99)^45-E(99)^48+E(99)^-45-E(99)^-42, -1+E(99)^3-E(99)^9+E(99)^12-E(99)^18+E(99)^21+E(99)^30-E(99)^33+2*E(99)^39-E(99)^42+E(99)^48-E(99)^-48+E(99)^-42, E(99)^9+E(99)^42+E(99)^-42, E(99)^15-E(99)^-48, -1*E(99)^9-E(99)^42-E(99)^-42, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^7+E(99)^37-E(99)^40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43+E(99)^-47-E(99)^-41, -1*E(99)^4-E(99)^40, -1*E(99)^8-E(99)^41+E(99)^47, E(99)^16-E(99)^28+E(99)^49, E(99)^8+E(99)^41-E(99)^47, E(99)^17-E(99)^38+E(99)^-49, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46, E(99)^8+E(99)^41-E(99)^47, E(99)^5+E(99)^-49, E(99)^8-E(99)^14-E(99)^47, E(99)^26-E(99)^29+E(99)^-40, -1*E(99)^5+E(99)^17-E(99)^38, -1*E(99)^5-E(99)^-49, -1*E(99)^23-E(99)^32, E(99)^5-E(99)^17+E(99)^38, -1*E(99)^34-E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)^13-E(99)^31, -1*E(99)-E(99)^10, -1*E(99)^14-E(99)^41, -1*E(99)^16+E(99)^28-E(99)^49, -1*E(99)^2-E(99)^20, -1*E(99)^5-E(99)^-49, E(99)^19-E(99)^25-E(99)^-41, -1*E(99)^2-E(99)^20, E(99)^5-E(99)^17+E(99)^38, E(99)^25+E(99)^-47, E(99)^7-E(99)^37+E(99)^40, -1*E(99)-E(99)^10-E(99)^34-E(99)^43, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^13-E(99)^31, E(99)^23+E(99)^32, E(99)+E(99)^10+E(99)^34+E(99)^43, -1*E(99)^35-E(99)^-46, E(99)^26-E(99)^29+E(99)^-40, E(99)^4-E(99)^7+E(99)^37, E(99)+E(99)^10+E(99)^34+E(99)^43, E(99)^19+E(99)^-47-E(99)^-41, -1*E(99)^19-E(99)^-47+E(99)^-41, -1*E(99)^34-E(99)^43, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, E(99)^19+E(99)^-47-E(99)^-41, E(99)^16-E(99)^28+E(99)^49, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2-E(99)^20-E(99)^35-E(99)^-46, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46, -1*E(99)+E(99)^7-E(99)^10+E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^35+E(99)^-46, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, E(99)^7-E(99)^37+E(99)^40, E(99)^14+E(99)^41, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^17+E(99)^38-E(99)^-49, E(99)^17-E(99)^38+E(99)^-49, -1*E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^4-E(99)^40, E(99)^4-E(99)^7+E(99)^37, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^26+E(99)^29-E(99)^-40, E(99)^2+E(99)^20, -1*E(99)^19+E(99)^25+E(99)^-41, -1*E(99)^25-E(99)^-47, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49-E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40-E(99)^49+E(99)^-44-E(99)^-41, E(99)+E(99)^10, E(99)^13+E(99)^31, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^35-E(99)^-46, -1*E(99)^8+E(99)^14+E(99)^47, -1*E(99)^4+E(99)^7-E(99)^37, E(99)^4+E(99)^40, -1*E(99)^23-E(99)^32, -1*E(99)^8+E(99)^14+E(99)^47, E(99)^2+E(99)^20+E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49+E(99)^-40, -1*E(99)^14-E(99)^41, E(99)^34+E(99)^43, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40+E(99)^49-E(99)^-44+E(99)^-41, E(99)-E(99)^4+E(99)^10-E(99)^13-E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)-E(99)^10, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43-E(99)^-47+E(99)^-41, E(99)^23-E(99)^32, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)+E(99)^10, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, E(99)^13-E(99)^31, E(99)^19+E(99)^-47+E(99)^-41, E(99)-E(99)^10, E(99)^2-E(99)^20, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^14+E(99)^41, -1*E(99)^17-E(99)^38-E(99)^-49, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23-E(99)^26-E(99)^29+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+E(99)^-40, -1*E(99)^13+E(99)^31, -1*E(99)^8-E(99)^41-E(99)^47, -1*E(99)^23+E(99)^32, -1*E(99)^34+E(99)^43, E(99)^13-E(99)^31, E(99)^16+E(99)^28+E(99)^49, E(99)^8+E(99)^14+E(99)^47, -1*E(99)^5+E(99)^-49, -1*E(99)+E(99)^10, -1*E(99)^4+E(99)^40, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^14-E(99)^41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^8+E(99)^41+E(99)^47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^2+E(99)^20-E(99)^35+E(99)^-46, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^23+E(99)^32, E(99)^8+E(99)^41+E(99)^47, E(99)^5-E(99)^-49, -1*E(99)+E(99)^7-E(99)^10-E(99)^13+E(99)^16-E(99)^19+E(99)^25-E(99)^28+E(99)^31-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^34-E(99)^43, E(99)^4-E(99)^40, E(99)-E(99)^7+E(99)^10-E(99)^16+E(99)^19-E(99)^25+E(99)^28+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, E(99)^8+E(99)^14+E(99)^47, E(99)-E(99)^10, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^16+E(99)^19-E(99)^22+E(99)^28-E(99)^31+E(99)^34-E(99)^40+E(99)^43-E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^19+E(99)^22+E(99)^31-E(99)^34+E(99)^40-E(99)^43+2*E(99)^49-E(99)^-47+E(99)^-41, -1*E(99)^35+E(99)^-46, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^4+E(99)^40, E(99)^4-E(99)^40, E(99)^35-E(99)^-46, -1*E(99)+E(99)^10-E(99)^34+E(99)^43, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)^5+E(99)^17+E(99)^38, E(99)^26+E(99)^29+E(99)^-40, E(99)^2-E(99)^20+E(99)^35-E(99)^-46, E(99)^34-E(99)^43, -1*E(99)^2+E(99)^20, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^34+E(99)^43, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-2*E(99)^-40, E(99)^17+E(99)^38+E(99)^-49, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20+E(99)^23-E(99)^26+E(99)^29-E(99)^32+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^5-E(99)^-49, E(99)^7+E(99)^37+E(99)^40, -1*E(99)^25+E(99)^-47, -1*E(99)^25+E(99)^-47, E(99)^17+E(99)^38+E(99)^-49, -1*E(99)^13+E(99)^31, -1*E(99)^7-E(99)^37-E(99)^40, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, E(99)-E(99)^4+E(99)^10-E(99)^13+E(99)^19-E(99)^22-E(99)^31+E(99)^34-E(99)^40+E(99)^43-2*E(99)^49+E(99)^-47-E(99)^-41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^7-E(99)^37-E(99)^40, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^5+E(99)^17+E(99)^38, -1*E(99)+E(99)^7-E(99)^10+E(99)^16-E(99)^19+E(99)^25-E(99)^28-E(99)^37+E(99)^40-2*E(99)^46+E(99)^49-E(99)^-44+E(99)^-41, -1*E(99)+E(99)^4-E(99)^10+E(99)^13-E(99)^16-E(99)^19+E(99)^22-E(99)^28+E(99)^31-E(99)^34+E(99)^40-E(99)^43+E(99)^49-E(99)^-47+E(99)^-41, E(99)^2-E(99)^5+E(99)^11-E(99)^14+E(99)^20-E(99)^23+E(99)^26+E(99)^29-E(99)^32+E(99)^35-E(99)^41+E(99)^44-E(99)^-49+E(99)^-46-E(99)^-40, -1*E(99)^4-E(99)^7-E(99)^37, E(99)^25-E(99)^-47, E(99)^26+E(99)^29+E(99)^-40, -1*E(99)^17-E(99)^38-E(99)^-49, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, -1*E(99)^5+E(99)^-49, -1*E(99)^26-E(99)^29-E(99)^-40, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^14+E(99)^41, E(99)^14-E(99)^41, -1*E(99)^16-E(99)^28-E(99)^49, -1*E(99)^5-E(99)^17-E(99)^38, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, E(99)^4+E(99)^7+E(99)^37, -1*E(99)^2+E(99)^20, E(99)^19+E(99)^25+E(99)^-41, E(99)^25-E(99)^-47, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20+E(99)^26-E(99)^29-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^2+E(99)^8-E(99)^11+E(99)^17-E(99)^20-E(99)^23+E(99)^26-E(99)^29+E(99)^32-E(99)^38+E(99)^41-E(99)^47+E(99)^-49-2*E(99)^-43+E(99)^-40, -1*E(99)^19-E(99)^-47-E(99)^-41, E(99)-E(99)^10+E(99)^34-E(99)^43, -1*E(99)^8-E(99)^14-E(99)^47, -1*E(99)^19-E(99)^25-E(99)^-41, E(99)^35-E(99)^-46, E(99)^19+E(99)^-47+E(99)^-41, E(99)^2-E(99)^20, -1*E(99)^2+E(99)^5-E(99)^11+E(99)^14-E(99)^20+E(99)^23+E(99)^32-E(99)^35+E(99)^41-E(99)^44+E(99)^-49-E(99)^-46+2*E(99)^-40, E(99)^4+E(99)^7+E(99)^37, E(99)-E(99)^7+E(99)^10+E(99)^13-E(99)^16+E(99)^19-E(99)^25+E(99)^28-E(99)^31+E(99)^37-E(99)^40+2*E(99)^46-E(99)^49+E(99)^-44-E(99)^-41, E(99)^2-E(99)^8+E(99)^11-E(99)^17+E(99)^20-E(99)^26+E(99)^29+E(99)^38-E(99)^41+E(99)^47-E(99)^-49+2*E(99)^-43-E(99)^-40, E(99)^23-E(99)^32, E(99)^7+E(99)^37+E(99)^40, E(99)^19+E(99)^25+E(99)^-41, E(99)^16+E(99)^28+E(99)^49, -1*E(99)^4-E(99)^7-E(99)^37], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, -2*E(396)^77, 2*E(396)^187, 2*E(396)^11, -2*E(396)^121, 2*E(396)^143, -2*E(396)^11, 2*E(396)^77, 2*E(396)^55, -2*E(396)^55, -2*E(396)^187, -2*E(396)^143, 2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^20, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, E(396)^46-E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^19+E(396)^25-E(396)^85, E(396)^101-E(396)^119, -1*E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^61-E(396)^115, -1*E(396)-E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^13-E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37+E(396)^73, E(396)^59+E(396)^95, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)+E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^35-E(396)^53, -1*E(396)^17+E(396)^71, E(396)+E(396)^43-E(396)^67, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^37+E(396)^73, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^25-E(396)^85-E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^19-E(396)^91, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79-E(396)^97, -1*E(396)-E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^41+E(396)^47-E(396)^107, E(396)^19+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^59-E(396)^95, E(396)+E(396)^109, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)^41-E(396)^113, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31, E(396)^79-E(396)^97, E(396)^17-E(396)^71, E(396)^35-E(396)^53, E(396)^61-E(396)^115, E(396)^5-E(396)^71+E(396)^83, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17+E(396)^71, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^19-E(396)^91, E(396)^41+E(396)^113, E(396)^59+E(396)^95, -1*E(396)^13+E(396)^31, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^41+E(396)^113], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 2*E(396)^121, -2*E(396)^11, -2*E(396)^187, 2*E(396)^77, -2*E(396)^55, 2*E(396)^187, -2*E(396)^121, -2*E(396)^143, 2*E(396)^143, 2*E(396)^11, 2*E(396)^55, -2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, -1*E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^50-E(396)^104, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^28+E(396)^82, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^26+E(396)^62, E(396)^8+E(396)^80, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^35-E(396)^53, E(396)^41+E(396)^47-E(396)^107, E(396)^79-E(396)^97, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^79-E(396)^97, -1*E(396)^59-E(396)^95, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^35-E(396)^53, E(396)^13-E(396)^31, -1*E(396)^37-E(396)^73, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^13-E(396)^31, E(396)^19+E(396)^91, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^101+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^91, -1*E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^41-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^59-E(396)^95, E(396)^41+E(396)^113, -1*E(396)^13+E(396)^31, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^109, E(396)^101-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^109, -1*E(396)-E(396)^43+E(396)^67, E(396)^19+E(396)^25-E(396)^85, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7+E(396)^37-E(396)^103, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^25+E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^17-E(396)^71, E(396)^17-E(396)^71, E(396)+E(396)^43-E(396)^67, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^59+E(396)^95, -1*E(396)^61+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^71+E(396)^83, E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^59+E(396)^95, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^25-E(396)^85-E(396)^91, E(396)^7-E(396)^73-E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53, E(396)^19+E(396)^25-E(396)^85, E(396)^61-E(396)^115, -1*E(396)-E(396)^43+E(396)^67, E(396)^25-E(396)^85-E(396)^91], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, -2*E(396)^77, 2*E(396)^187, 2*E(396)^11, -2*E(396)^121, 2*E(396)^143, -2*E(396)^11, 2*E(396)^77, 2*E(396)^55, -2*E(396)^55, -2*E(396)^187, -2*E(396)^143, 2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^28-E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^26+E(396)^62, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^46-E(396)^64, -1*E(396)^26-E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^80, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^41+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, E(396)^37+E(396)^73, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^19+E(396)^91, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^37+E(396)^73, E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, E(396)+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35+E(396)^53, E(396)^23+E(396)^65-E(396)^89, E(396)^61-E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)-E(396)^109, -1*E(396)^41-E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^43-E(396)^67, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53, E(396)^35-E(396)^53, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^17+E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^13-E(396)^31, E(396)+E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^61+E(396)^115, E(396)^19+E(396)^91, E(396)^101-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^59-E(396)^95, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^101+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^19+E(396)^25-E(396)^85, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^41-E(396)^113, E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^13+E(396)^31, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^91, E(396)^13-E(396)^31, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^37-E(396)^73, -1*E(396)^37-E(396)^73, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^19+E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^35-E(396)^53-E(396)^101+E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 2*E(396)^121, -2*E(396)^11, -2*E(396)^187, 2*E(396)^77, -2*E(396)^55, 2*E(396)^187, -2*E(396)^121, -2*E(396)^143, 2*E(396)^143, 2*E(396)^11, 2*E(396)^55, -2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^57-E(396)^75, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^111, E(396)^70+E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^68-E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^50-E(396)^104, E(396)^10-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^17+E(396)^71, -1*E(396)^101+E(396)^119, -1*E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)+E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^101-E(396)^119, E(396)+E(396)^109, E(396)^59+E(396)^95, -1*E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)-E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^59-E(396)^95, E(396)^5-E(396)^17+E(396)^83, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^91, E(396)^17-E(396)^71, E(396)^59+E(396)^95, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^71+E(396)^83, -1*E(396)-E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^19+E(396)^91, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^37+E(396)^73, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^113, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^47-E(396)^107-E(396)^113, E(396)^79-E(396)^97, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^41+E(396)^113, -1*E(396)-E(396)^109, E(396)^79-E(396)^97, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^91, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^47-E(396)^107, E(396)+E(396)^43-E(396)^67, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^101-E(396)^119, E(396)^13-E(396)^31, E(396)^7-E(396)^73-E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^41+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^41+E(396)^47-E(396)^107, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^13-E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35-E(396)^53, -1*E(396)^13+E(396)^31, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^17-E(396)^71, -1*E(396)^79+E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^13+E(396)^31], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -2*E(396)^77, 2*E(396)^187, 2*E(396)^11, -2*E(396)^121, 2*E(396)^143, -2*E(396)^11, 2*E(396)^77, 2*E(396)^55, -2*E(396)^55, -2*E(396)^187, -2*E(396)^143, 2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^26+E(396)^62, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^80, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^20, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35-E(396)^53, E(396)^47-E(396)^107-E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, E(396)^7+E(396)^37-E(396)^103, E(396)^35-E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, E(396)+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^19+E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17+E(396)^83, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^17+E(396)^71, -1*E(396)-E(396)^109, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^101-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^101+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^61+E(396)^115, E(396)^17-E(396)^71, E(396)^79-E(396)^97, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^61+E(396)^115, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^17+E(396)^71, E(396)+E(396)^43-E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^113, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^17-E(396)^71, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37-E(396)^73, E(396)^61-E(396)^115, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^7+E(396)^37-E(396)^103, E(396)^59+E(396)^95, -1*E(396)^41-E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^19+E(396)^91, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^61-E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59+E(396)^95, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^41+E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)+E(396)^43-E(396)^67, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^41+E(396)^47-E(396)^107, E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^13-E(396)^31, E(396)^37+E(396)^73, -1*E(396)^59-E(396)^95, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^59-E(396)^95], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 2*E(396)^121, -2*E(396)^11, -2*E(396)^187, 2*E(396)^77, -2*E(396)^55, 2*E(396)^187, -2*E(396)^121, -2*E(396)^143, 2*E(396)^143, 2*E(396)^11, 2*E(396)^55, -2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^57+E(396)^75, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^10-E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^50+E(396)^104, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^28-E(396)^82, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)-E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^19+E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^61+E(396)^115, E(396)^41+E(396)^47-E(396)^107, E(396)^17-E(396)^71, -1*E(396)-E(396)^43+E(396)^67, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^35-E(396)^53, E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^37-E(396)^73, E(396)^79-E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^101-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^37-E(396)^73, E(396)^37+E(396)^73, -1*E(396)^101+E(396)^119, E(396)+E(396)^109, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^59+E(396)^95, E(396)^35-E(396)^53, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^23+E(396)^65-E(396)^89, E(396)^17-E(396)^71, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^61-E(396)^115, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^59-E(396)^95, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^17+E(396)^71, E(396)^59+E(396)^95, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^47-E(396)^107-E(396)^113, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^19+E(396)^91, E(396)+E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^19+E(396)^25-E(396)^85, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^19+E(396)^25-E(396)^85, E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, -2*E(396)^77, 2*E(396)^187, 2*E(396)^11, -2*E(396)^121, 2*E(396)^143, -2*E(396)^11, 2*E(396)^77, 2*E(396)^55, -2*E(396)^55, -2*E(396)^187, -2*E(396)^143, 2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^48+E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^39-E(396)^93, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^21+E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^34+E(396)^76-E(396)^100, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^80, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^28-E(396)^82, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^100, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^16-E(396)^28+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^19-E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^59-E(396)^95, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^7-E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31, E(396)+E(396)^43-E(396)^67, -1*E(396)^17+E(396)^71, E(396)^13-E(396)^31, -1*E(396)^19-E(396)^91, -1*E(396)^41-E(396)^113, E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^37-E(396)^73, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^59-E(396)^95, -1*E(396)^13+E(396)^31, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19+E(396)^91, E(396)^13-E(396)^31, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^71+E(396)^83, E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^59+E(396)^95, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^61-E(396)^115, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^35-E(396)^53, E(396)^7+E(396)^37-E(396)^103, E(396)^43-E(396)^67-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^41+E(396)^113, E(396)+E(396)^109, E(396)^7-E(396)^73-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^37-E(396)^73, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^17-E(396)^71, E(396)^23+E(396)^65-E(396)^89, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^59+E(396)^95, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^37+E(396)^73, E(396)^43-E(396)^67-E(396)^109, E(396)^79-E(396)^97, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^35+E(396)^53, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^79+E(396)^97, -1*E(396)^101+E(396)^119, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^25-E(396)^85-E(396)^91, E(396)^19+E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 2*E(396)^121, -2*E(396)^11, -2*E(396)^187, 2*E(396)^77, -2*E(396)^55, 2*E(396)^187, -2*E(396)^121, -2*E(396)^143, 2*E(396)^143, 2*E(396)^11, 2*E(396)^55, -2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^21-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^39-E(396)^93, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^46-E(396)^64, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^40, E(396)^16-E(396)^28+E(396)^94, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53, E(396)^59+E(396)^95, E(396)^17-E(396)^71, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^23+E(396)^65-E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^109, -1*E(396)^41-E(396)^113, E(396)^35-E(396)^53, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^41+E(396)^113, E(396)^61-E(396)^115, -1*E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^61+E(396)^115, E(396)^41+E(396)^47-E(396)^107, E(396)^61-E(396)^115, E(396)^101-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^17-E(396)^71, E(396)^7-E(396)^73-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^109, E(396)+E(396)^109, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^19-E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^17+E(396)^71, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, E(396)^37+E(396)^73, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^13-E(396)^31, -1*E(396)^13+E(396)^31, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)+E(396)^43-E(396)^67, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^37-E(396)^73, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)-E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, E(396)^7-E(396)^73-E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^43-E(396)^67-E(396)^109, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101-E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^35+E(396)^53, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^79-E(396)^97, E(396)^19+E(396)^91, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^79-E(396)^97, -1*E(396)^13+E(396)^31, -1*E(396)^41-E(396)^113, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, -1*E(396)^101+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41+E(396)^113, E(396)^47-E(396)^107-E(396)^113, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^79+E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, -2*E(396)^77, 2*E(396)^187, 2*E(396)^11, -2*E(396)^121, 2*E(396)^143, -2*E(396)^11, 2*E(396)^77, 2*E(396)^55, -2*E(396)^55, -2*E(396)^187, -2*E(396)^143, 2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^34+E(396)^76-E(396)^100, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^100, E(396)^2-E(396)^20, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^50-E(396)^104, E(396)^26+E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^28-E(396)^82, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^68-E(396)^86, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^37+E(396)^73, E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^109, E(396)^13-E(396)^31, E(396)^19+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^61+E(396)^115, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)^37+E(396)^73, E(396)^59+E(396)^95, E(396)^47-E(396)^107-E(396)^113, E(396)^101-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, E(396)^7-E(396)^73-E(396)^103, E(396)+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^19-E(396)^91, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^35-E(396)^53, -1*E(396)^37-E(396)^73, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^113, E(396)^59+E(396)^95, E(396)^17-E(396)^71, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^47-E(396)^107, E(396)+E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^17-E(396)^71, -1*E(396)^17+E(396)^71, E(396)^19+E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^19-E(396)^91, -1*E(396)^59-E(396)^95, E(396)^25-E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31, E(396)^35-E(396)^53, E(396)^7+E(396)^37-E(396)^103, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)+E(396)^43-E(396)^67, -1*E(396)-E(396)^109, -1*E(396)-E(396)^109, E(396)^101-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41-E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^83], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 2*E(396)^121, -2*E(396)^11, -2*E(396)^187, 2*E(396)^77, -2*E(396)^55, 2*E(396)^187, -2*E(396)^121, -2*E(396)^143, 2*E(396)^143, 2*E(396)^11, 2*E(396)^55, -2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^21+E(396)^111, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^20, E(396)^4+E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^50-E(396)^104, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^104+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^37-E(396)^73, -1*E(396)^19-E(396)^91, -1*E(396)-E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)^41+E(396)^113, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^19+E(396)^91, E(396)^79-E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^35+E(396)^53, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59-E(396)^95, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^17-E(396)^71, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35-E(396)^53, E(396)^25-E(396)^85-E(396)^91, E(396)^7-E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^47-E(396)^107-E(396)^113, E(396)^13-E(396)^31, E(396)^101-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^37+E(396)^73, E(396)+E(396)^109, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^41+E(396)^113, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^61+E(396)^115, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^91, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^79+E(396)^97, E(396)^61-E(396)^115, E(396)^17-E(396)^71, -1*E(396)^101+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^35-E(396)^53, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^101+E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41-E(396)^113, E(396)+E(396)^43-E(396)^67, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^59+E(396)^95, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^109, E(396)^37+E(396)^73, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^109, -1*E(396)^41-E(396)^113, -1*E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^59-E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^61-E(396)^115, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 2*E(396)^11, 2*E(396)^55, 2*E(396)^143, 2*E(396)^187, -2*E(396)^77, -2*E(396)^143, -2*E(396)^11, -2*E(396)^121, 2*E(396)^121, -2*E(396)^55, 2*E(396)^77, -2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^10-E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^50-E(396)^104, E(396)^50-E(396)^104, E(396)^2-E(396)^20, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^13-E(396)^31, -1*E(396)^19-E(396)^91, -1*E(396)^35+E(396)^53, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^59+E(396)^95, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35+E(396)^53, E(396)^7+E(396)^37-E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^61+E(396)^115, E(396)^19+E(396)^91, E(396)^59+E(396)^95, E(396)^61-E(396)^115, E(396)^13-E(396)^31, -1*E(396)^101+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^113, -1*E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^61+E(396)^115, E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13+E(396)^31, E(396)^61-E(396)^115, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101+E(396)^119, E(396)^41+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^35-E(396)^53, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^113, -1*E(396)^41-E(396)^113, E(396)^37+E(396)^73, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)-E(396)^109, E(396)^19+E(396)^25-E(396)^85, E(396)^7-E(396)^73-E(396)^103, E(396)^101-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^101-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^71-E(396)^83, E(396)+E(396)^43-E(396)^67, -1*E(396)^59-E(396)^95, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^19+E(396)^91, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^19+E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^109, E(396)^17-E(396)^71, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^17-E(396)^71, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^79+E(396)^97, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^17+E(396)^71, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^79-E(396)^97, -1*E(396)^13+E(396)^31, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -2*E(396)^187, -2*E(396)^143, -2*E(396)^55, -2*E(396)^11, 2*E(396)^121, 2*E(396)^55, 2*E(396)^187, 2*E(396)^77, -2*E(396)^77, 2*E(396)^143, -2*E(396)^121, 2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^46+E(396)^64, E(396)^50-E(396)^104, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, E(396)^8+E(396)^80, -1*E(396)^26-E(396)^62, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31, E(396)^7-E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^47-E(396)^107-E(396)^113, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)-E(396)^109, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^101+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)+E(396)^43-E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^101-E(396)^119, E(396)^37+E(396)^73, E(396)^59+E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^37-E(396)^73, E(396)^35-E(396)^53, E(396)^37+E(396)^73, E(396)^17-E(396)^71, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^59-E(396)^95, -1*E(396)-E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^59+E(396)^95, E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^79-E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^91, E(396)^61-E(396)^115, -1*E(396)^61+E(396)^115, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^19+E(396)^91, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, E(396)+E(396)^109, -1*E(396)^19-E(396)^91, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)-E(396)^43+E(396)^67, E(396)^47-E(396)^107-E(396)^113, E(396)^19+E(396)^25-E(396)^85, E(396)^61-E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^23+E(396)^65-E(396)^89, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^17-E(396)^71, E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17+E(396)^83, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^61+E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13-E(396)^31, -1*E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^101-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)+E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 2*E(396)^11, 2*E(396)^55, 2*E(396)^143, 2*E(396)^187, -2*E(396)^77, -2*E(396)^143, -2*E(396)^11, -2*E(396)^121, 2*E(396)^121, -2*E(396)^55, 2*E(396)^77, -2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^26+E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^8+E(396)^80, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^26+E(396)^62, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^50-E(396)^104, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20, E(396)^50-E(396)^104, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^17-E(396)^71, E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^17-E(396)^71, E(396)+E(396)^43-E(396)^67, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^109, E(396)^7-E(396)^73-E(396)^103, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^37+E(396)^73, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^61-E(396)^115, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^13+E(396)^31, -1*E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^17+E(396)^71, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^19+E(396)^91, E(396)^41+E(396)^113, -1*E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^59+E(396)^95, E(396)^19+E(396)^91, -1*E(396)^79+E(396)^97, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^71-E(396)^83, E(396)+E(396)^43-E(396)^67, E(396)^79-E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^13-E(396)^31, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^113, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^35-E(396)^53, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^79-E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^79+E(396)^97, -1*E(396)^37-E(396)^73, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^101+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^37+E(396)^73, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^109, E(396)^59+E(396)^95, -1*E(396)-E(396)^43+E(396)^67, E(396)^13-E(396)^31, E(396)^101-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^61+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^101-E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -2*E(396)^187, -2*E(396)^143, -2*E(396)^55, -2*E(396)^11, 2*E(396)^121, 2*E(396)^55, 2*E(396)^187, 2*E(396)^77, -2*E(396)^77, 2*E(396)^143, -2*E(396)^121, 2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^57-E(396)^75, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^111, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^50+E(396)^104, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^70+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^82+E(396)^94, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^50-E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^50-E(396)^104, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^61-E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31, E(396)^5-E(396)^71+E(396)^83, E(396)^59+E(396)^95, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^113, E(396)+E(396)^43-E(396)^67, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31, -1*E(396)-E(396)^109, -1*E(396)^17+E(396)^71, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^47-E(396)^107-E(396)^113, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^7-E(396)^73-E(396)^103, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^61+E(396)^115, E(396)^23+E(396)^65-E(396)^89, E(396)^101-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^17-E(396)^71, E(396)^41+E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^35-E(396)^53, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^19-E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^109, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^35+E(396)^53, -1*E(396)^79+E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^101-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^43-E(396)^67, -1*E(396)^41-E(396)^113, -1*E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^59-E(396)^95, E(396)^19+E(396)^91, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^79+E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^37-E(396)^73, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^71+E(396)^83, E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^37+E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^79-E(396)^97, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^37+E(396)^73, -1*E(396)^19-E(396)^91, E(396)^79-E(396)^97], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 2*E(396)^11, 2*E(396)^55, 2*E(396)^143, 2*E(396)^187, -2*E(396)^77, -2*E(396)^143, -2*E(396)^11, -2*E(396)^121, 2*E(396)^121, -2*E(396)^55, 2*E(396)^77, -2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^28-E(396)^82, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^8-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^46-E(396)^64, E(396)^10-E(396)^100, E(396)^26+E(396)^62, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^43-E(396)^67-E(396)^109, E(396)^37+E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^37-E(396)^73, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^17-E(396)^71, -1*E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, E(396)+E(396)^43-E(396)^67, E(396)^35-E(396)^53, E(396)^13-E(396)^31, -1*E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^19+E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^59-E(396)^95, -1*E(396)^35+E(396)^53, E(396)+E(396)^109, E(396)^35-E(396)^53, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^71+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)+E(396)^109, -1*E(396)^59-E(396)^95, E(396)^59+E(396)^95, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^13-E(396)^31, E(396)^23+E(396)^65-E(396)^89, E(396)^79-E(396)^97, E(396)^7+E(396)^37-E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^7-E(396)^73-E(396)^103, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^17+E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^35+E(396)^53, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^37-E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^61+E(396)^115, E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^19+E(396)^91, E(396)^25-E(396)^85-E(396)^91, E(396)^25-E(396)^85-E(396)^91, E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)-E(396)^109, E(396)^41+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^79+E(396)^97, E(396)^7-E(396)^73-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101+E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^17+E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -2*E(396)^187, -2*E(396)^143, -2*E(396)^55, -2*E(396)^11, 2*E(396)^121, 2*E(396)^55, 2*E(396)^187, 2*E(396)^77, -2*E(396)^77, 2*E(396)^143, -2*E(396)^121, 2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^57+E(396)^75, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^46+E(396)^64, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^8+E(396)^80, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^13-E(396)^31, E(396)^25-E(396)^85-E(396)^91, -1*E(396)-E(396)^109, E(396)^101-E(396)^119, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^13+E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^83, E(396)+E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^41-E(396)^113, -1*E(396)^61+E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^79-E(396)^97, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^61-E(396)^115, E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^7-E(396)^73-E(396)^103, E(396)^35-E(396)^53, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^17-E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^59+E(396)^95, E(396)^5-E(396)^71+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^37-E(396)^73, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^37+E(396)^73, -1*E(396)^59-E(396)^95, -1*E(396)^17+E(396)^71, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^19+E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^41+E(396)^113, E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^17+E(396)^71, E(396)^19+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^91, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^19-E(396)^91, -1*E(396)^35+E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^101+E(396)^119, E(396)^59+E(396)^95, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^79+E(396)^97, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^7+E(396)^37-E(396)^103], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 2*E(396)^11, 2*E(396)^55, 2*E(396)^143, 2*E(396)^187, -2*E(396)^77, -2*E(396)^143, -2*E(396)^11, -2*E(396)^121, 2*E(396)^121, -2*E(396)^55, 2*E(396)^77, -2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^48+E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, E(396)^39-E(396)^93, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^21+E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^68+E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^68-E(396)^86, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^34+E(396)^76-E(396)^100, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^100, E(396)^28-E(396)^82, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^25+E(396)^85+E(396)^91, E(396)+E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79-E(396)^97, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^59+E(396)^95, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^79+E(396)^97, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^17-E(396)^71, -1*E(396)^19-E(396)^91, -1*E(396)^17+E(396)^71, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^41-E(396)^113, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)-E(396)^43+E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^61+E(396)^115, E(396)+E(396)^43-E(396)^67, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^59+E(396)^95, E(396)^19+E(396)^91, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101+E(396)^119, E(396)^101-E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^109, -1*E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^37+E(396)^73, E(396)^17-E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^101+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^7-E(396)^73-E(396)^103, -1*E(396)-E(396)^43+E(396)^67, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31, -1*E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53, E(396)^101-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^19+E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^61-E(396)^115, E(396)^43-E(396)^67-E(396)^109, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^23+E(396)^65-E(396)^89], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, -2*E(396)^187, -2*E(396)^143, -2*E(396)^55, -2*E(396)^11, 2*E(396)^121, 2*E(396)^55, 2*E(396)^187, 2*E(396)^77, -2*E(396)^77, 2*E(396)^143, -2*E(396)^121, 2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^26-E(396)^62, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^21-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^39-E(396)^93, E(396)^46-E(396)^64, E(396)^70+E(396)^106, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^50+E(396)^104, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^10-E(396)^100, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^70-E(396)^106, E(396)^28-E(396)^82, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^91, E(396)^25-E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13+E(396)^31, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^101-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)^41-E(396)^113, E(396)^19+E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^37-E(396)^73, E(396)^35-E(396)^53, -1*E(396)^59-E(396)^95, -1*E(396)^19-E(396)^91, E(396)^43-E(396)^67-E(396)^109, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)^101-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^41+E(396)^113, -1*E(396)^101+E(396)^119, E(396)^59+E(396)^95, -1*E(396)^61+E(396)^115, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^43+E(396)^67+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^17-E(396)^71, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^17+E(396)^71, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^59-E(396)^95, -1*E(396)-E(396)^109, -1*E(396)^79+E(396)^97, E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^37+E(396)^73, E(396)+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^79+E(396)^97, E(396)^23+E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^61+E(396)^115, E(396)^59+E(396)^95, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^35+E(396)^53, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, -1*E(396)-E(396)^43+E(396)^67, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^13+E(396)^31, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^35-E(396)^53, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^17-E(396)^71, E(396)^13-E(396)^31, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^61-E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^41+E(396)^113, E(396)+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^37+E(396)^73, E(396)+E(396)^43-E(396)^67], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 2*E(396)^11, 2*E(396)^55, 2*E(396)^143, 2*E(396)^187, -2*E(396)^77, -2*E(396)^143, -2*E(396)^11, -2*E(396)^121, 2*E(396)^121, -2*E(396)^55, 2*E(396)^77, -2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^26-E(396)^62, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^8+E(396)^80, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, E(396)^28-E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, E(396)^26+E(396)^62, E(396)^68-E(396)^86, E(396)^7-E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^41-E(396)^113, -1*E(396)-E(396)^43+E(396)^67, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^113, -1*E(396)^35+E(396)^53, E(396)+E(396)^109, -1*E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^43-E(396)^67-E(396)^109, E(396)^101-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^41+E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)-E(396)^43+E(396)^67, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^47-E(396)^107-E(396)^113, E(396)^37+E(396)^73, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^101+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^91, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^19-E(396)^91, E(396)^59+E(396)^95, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^61-E(396)^115, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^13+E(396)^31, E(396)^17-E(396)^71, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^23+E(396)^65-E(396)^89, E(396)^79-E(396)^97, E(396)^41+E(396)^113, E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^35-E(396)^53, -1*E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^61+E(396)^115, E(396)^79-E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^13-E(396)^31, E(396)^61-E(396)^115, -1*E(396)-E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^5-E(396)^71+E(396)^83, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, E(396)+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^41+E(396)^47-E(396)^107, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53, -1*E(396)^5+E(396)^71-E(396)^83], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, -2*E(396)^187, -2*E(396)^143, -2*E(396)^55, -2*E(396)^11, 2*E(396)^121, 2*E(396)^55, 2*E(396)^187, 2*E(396)^77, -2*E(396)^77, 2*E(396)^143, -2*E(396)^121, 2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^21+E(396)^111, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^28-E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20, E(396)^10-E(396)^34-E(396)^76, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^8+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^59+E(396)^95, -1*E(396)^17+E(396)^71, -1*E(396)^37-E(396)^73, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101+E(396)^119, E(396)^41+E(396)^113, E(396)^23+E(396)^65-E(396)^89, E(396)^17-E(396)^71, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^59+E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^25-E(396)^85-E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79-E(396)^97, E(396)^23+E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^41-E(396)^113, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31, -1*E(396)^59-E(396)^95, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, E(396)^41+E(396)^113, -1*E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^13+E(396)^31, E(396)^47-E(396)^107-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^7-E(396)^73-E(396)^103, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^41-E(396)^113, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101+E(396)^119, E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)-E(396)^43+E(396)^67, E(396)+E(396)^43-E(396)^67, E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^35-E(396)^53, E(396)^19+E(396)^91, -1*E(396)^79+E(396)^97, E(396)^17-E(396)^71, E(396)^61-E(396)^115, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^35-E(396)^53, -1*E(396)-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^61-E(396)^115, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^109, E(396)+E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^61+E(396)^115, E(396)^19+E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^61+E(396)^115], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 2*E(396)^143, -2*E(396)^121, -2*E(396)^77, 2*E(396)^55, 2*E(396)^11, 2*E(396)^77, -2*E(396)^143, 2*E(396)^187, -2*E(396)^187, 2*E(396)^121, -2*E(396)^11, -2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^70-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, E(396)^46-E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^79+E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^61-E(396)^115, E(396)+E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^79+E(396)^97, E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)+E(396)^43-E(396)^67, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^61-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^59+E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^59-E(396)^95, E(396)^13-E(396)^31, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^41+E(396)^47-E(396)^107, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^19-E(396)^91, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^35+E(396)^53, -1*E(396)^37-E(396)^73, E(396)^19+E(396)^91, -1*E(396)^35+E(396)^53, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^13+E(396)^31, E(396)+E(396)^43-E(396)^67, E(396)^41+E(396)^113, -1*E(396)^17+E(396)^71, E(396)^17-E(396)^71, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^17+E(396)^71, E(396)^19+E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^61+E(396)^115, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^101-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^83, E(396)^17-E(396)^71, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^71+E(396)^83, E(396)^37+E(396)^73, E(396)^19+E(396)^25-E(396)^85, E(396)^47-E(396)^107-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^79-E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47-E(396)^107-E(396)^113], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -2*E(396)^55, 2*E(396)^77, 2*E(396)^121, -2*E(396)^143, -2*E(396)^187, -2*E(396)^121, 2*E(396)^55, -2*E(396)^11, 2*E(396)^11, -2*E(396)^77, 2*E(396)^187, 2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, E(396)^8+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^2-E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^40, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^101+E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^13+E(396)^31, E(396)^79-E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^109, E(396)^59+E(396)^95, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, E(396)^41+E(396)^113, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^17+E(396)^71, -1*E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^23+E(396)^65-E(396)^89, E(396)^13-E(396)^31, E(396)^19+E(396)^25-E(396)^85, E(396)^35-E(396)^53, E(396)^5-E(396)^71+E(396)^83, -1*E(396)-E(396)^109, E(396)^17-E(396)^71, -1*E(396)^35+E(396)^53, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)-E(396)^43+E(396)^67, E(396)^101-E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^37-E(396)^73, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^59-E(396)^95, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^19+E(396)^25-E(396)^85, E(396)^59+E(396)^95, -1*E(396)^79+E(396)^97, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^25-E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^41-E(396)^113, E(396)+E(396)^43-E(396)^67, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)+E(396)^109, E(396)^41+E(396)^113, -1*E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79-E(396)^97, -1*E(396)^19-E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^35-E(396)^53, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^59-E(396)^95, E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^19+E(396)^91, E(396)^37+E(396)^73, -1*E(396)^35+E(396)^53, E(396)^101-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43-E(396)^67-E(396)^109, E(396)^19+E(396)^91], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 2*E(396)^143, -2*E(396)^121, -2*E(396)^77, 2*E(396)^55, 2*E(396)^11, 2*E(396)^77, -2*E(396)^143, 2*E(396)^187, -2*E(396)^187, 2*E(396)^121, -2*E(396)^11, -2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^46+E(396)^64, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^50+E(396)^104, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^8+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^14-E(396)^74-E(396)^80, E(396)^61-E(396)^115, E(396)^13-E(396)^31, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)-E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19-E(396)^91, E(396)+E(396)^43-E(396)^67, -1*E(396)^37-E(396)^73, -1*E(396)^13+E(396)^31, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^37+E(396)^73, E(396)^61-E(396)^115, -1*E(396)^17+E(396)^71, E(396)^23+E(396)^65-E(396)^89, E(396)^41+E(396)^113, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^61+E(396)^115, E(396)^37+E(396)^73, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^17+E(396)^71, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, E(396)+E(396)^43-E(396)^67, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^43+E(396)^67+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101-E(396)^119, -1*E(396)^101+E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)-E(396)^43+E(396)^67, E(396)^17-E(396)^71, -1*E(396)-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^17-E(396)^71, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, E(396)^41+E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^91, E(396)^23+E(396)^65-E(396)^89, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^41-E(396)^113, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^13+E(396)^31, E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^19+E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^7+E(396)^37-E(396)^103, E(396)^7+E(396)^37-E(396)^103, E(396)^41+E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^35-E(396)^53, E(396)+E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^7-E(396)^73-E(396)^103, E(396)^59+E(396)^95, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^109, -1*E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^61+E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^41-E(396)^113, -1*E(396)^35+E(396)^53], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -2*E(396)^55, 2*E(396)^77, 2*E(396)^121, -2*E(396)^143, -2*E(396)^187, -2*E(396)^121, 2*E(396)^55, -2*E(396)^11, 2*E(396)^11, -2*E(396)^77, 2*E(396)^187, 2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^57-E(396)^75, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^26-E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^38-E(396)^50+E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^70+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20, -1*E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^61+E(396)^115, -1*E(396)-E(396)^43+E(396)^67, E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)+E(396)^43-E(396)^67, E(396)^25-E(396)^85-E(396)^91, E(396)^59+E(396)^95, -1*E(396)^41-E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79+E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^17-E(396)^71, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)+E(396)^109, E(396)^101-E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^79-E(396)^97, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^19-E(396)^91, E(396)^41+E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^79-E(396)^97, -1*E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^61-E(396)^115, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^113, E(396)^35-E(396)^53, -1*E(396)^23-E(396)^65+E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^13+E(396)^31, E(396)^37+E(396)^73, -1*E(396)^37-E(396)^73, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^43-E(396)^67, -1*E(396)^13+E(396)^31, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^13-E(396)^31, E(396)^101-E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^19-E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^37+E(396)^73, -1*E(396)^35+E(396)^53, E(396)^47-E(396)^107-E(396)^113, -1*E(396)-E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^35-E(396)^53, -1*E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^41-E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^37-E(396)^73, -1*E(396)^17+E(396)^71, E(396)^5-E(396)^17+E(396)^83, E(396)^7+E(396)^37-E(396)^103, E(396)^61-E(396)^115, E(396)^59+E(396)^95, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)+E(396)^109, E(396)^17-E(396)^71, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^13-E(396)^31, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 2*E(396)^143, -2*E(396)^121, -2*E(396)^77, 2*E(396)^55, 2*E(396)^11, 2*E(396)^77, -2*E(396)^143, 2*E(396)^187, -2*E(396)^187, 2*E(396)^121, -2*E(396)^11, -2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^10-E(396)^100, E(396)^2-E(396)^20, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^28+E(396)^82, E(396)^28-E(396)^82, E(396)^8+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^38-E(396)^104+E(396)^116, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^4+E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)-E(396)^43+E(396)^67, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^17-E(396)^71, E(396)^13-E(396)^31, E(396)^19+E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^79-E(396)^97, E(396)^19+E(396)^91, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^101+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101-E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^109, E(396)^19+E(396)^25-E(396)^85, E(396)^17-E(396)^71, E(396)^19+E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^35-E(396)^53, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^71+E(396)^83, E(396)+E(396)^43-E(396)^67, -1*E(396)^19-E(396)^91, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^41+E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37+E(396)^73, -1*E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^61+E(396)^115, -1*E(396)^59-E(396)^95, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^47-E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^101-E(396)^119, -1*E(396)^59-E(396)^95, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^59+E(396)^95, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53, E(396)^61-E(396)^115, E(396)^37+E(396)^73, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41+E(396)^113, E(396)^23+E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^113, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^41-E(396)^113, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53, -1*E(396)-E(396)^109, E(396)+E(396)^43-E(396)^67, E(396)^59+E(396)^95, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -2*E(396)^55, 2*E(396)^77, 2*E(396)^121, -2*E(396)^143, -2*E(396)^187, -2*E(396)^121, 2*E(396)^55, -2*E(396)^11, 2*E(396)^11, -2*E(396)^77, 2*E(396)^187, 2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^57+E(396)^75, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^26-E(396)^62, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^26+E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^28-E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^68-E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^59+E(396)^95, -1*E(396)^43+E(396)^67+E(396)^109, E(396)+E(396)^43-E(396)^67, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^17+E(396)^71, E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^59-E(396)^95, -1*E(396)^79+E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)+E(396)^109, E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31, -1*E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)+E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31, E(396)^41+E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101+E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^19-E(396)^91, E(396)^19+E(396)^91, E(396)^17-E(396)^71, E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^59+E(396)^95, -1*E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^7-E(396)^73-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^59-E(396)^95, E(396)^37+E(396)^73, -1*E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^17-E(396)^71, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^71+E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^113, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)^37+E(396)^73, E(396)^35-E(396)^53, E(396)^25-E(396)^85-E(396)^91, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^41-E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37-E(396)^73], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 2*E(396)^143, -2*E(396)^121, -2*E(396)^77, 2*E(396)^55, 2*E(396)^11, 2*E(396)^77, -2*E(396)^143, 2*E(396)^187, -2*E(396)^187, 2*E(396)^121, -2*E(396)^11, -2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^48+E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^39-E(396)^93, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^21+E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^68+E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^46+E(396)^64, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^8+E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^20, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^50+E(396)^104, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^19+E(396)^25-E(396)^85, E(396)^43-E(396)^67-E(396)^109, E(396)^41+E(396)^113, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^71+E(396)^83, E(396)^101-E(396)^119, E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79+E(396)^97, E(396)^37+E(396)^73, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^59-E(396)^95, E(396)^13-E(396)^31, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^19-E(396)^91, -1*E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^61-E(396)^115, -1*E(396)^17+E(396)^71, E(396)+E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^17-E(396)^71, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^41-E(396)^113, -1*E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^23-E(396)^65+E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)+E(396)^109, E(396)^61-E(396)^115, E(396)^47-E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)-E(396)^109, E(396)^47-E(396)^107-E(396)^113, -1*E(396)-E(396)^43+E(396)^67, E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53, -1*E(396)^35+E(396)^53, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^59+E(396)^95, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53, -1*E(396)-E(396)^109, -1*E(396)^37-E(396)^73, E(396)^17-E(396)^71, -1*E(396)^7-E(396)^37+E(396)^103, E(396)+E(396)^109, -1*E(396)^13+E(396)^31, E(396)^79-E(396)^97, E(396)^79-E(396)^97, -1*E(396)^59-E(396)^95, E(396)^7-E(396)^73-E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^91, E(396)^25-E(396)^85-E(396)^91, E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^13-E(396)^31, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)-E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^17+E(396)^71, E(396)^19+E(396)^91, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^59+E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, -2*E(396)^55, 2*E(396)^77, 2*E(396)^121, -2*E(396)^143, -2*E(396)^187, -2*E(396)^121, 2*E(396)^55, -2*E(396)^11, 2*E(396)^11, -2*E(396)^77, 2*E(396)^187, 2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^39+E(396)^93, E(396)^21-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^39-E(396)^93, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^26-E(396)^62, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^61-E(396)^115, E(396)^79-E(396)^97, E(396)^25-E(396)^85-E(396)^91, E(396)^17-E(396)^71, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^61-E(396)^115, E(396)^35-E(396)^53, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^19-E(396)^91, -1*E(396)^61+E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^101+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^35+E(396)^53, E(396)^47-E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^19-E(396)^91, E(396)+E(396)^43-E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^37+E(396)^73, -1*E(396)^59-E(396)^95, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41-E(396)^113, E(396)+E(396)^43-E(396)^67, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^79+E(396)^97, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^19+E(396)^91, E(396)^17-E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)^7-E(396)^73-E(396)^103, E(396)^43-E(396)^67-E(396)^109, E(396)^23+E(396)^65-E(396)^89, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^101-E(396)^119, E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^59+E(396)^95, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^25+E(396)^85, E(396)+E(396)^109, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^41+E(396)^113, E(396)^79-E(396)^97, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^13-E(396)^31, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^43-E(396)^67-E(396)^109, E(396)^13-E(396)^31, E(396)^7-E(396)^73-E(396)^103, -1*E(396)-E(396)^109], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, -2*E(396)^99, 2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 2*E(396)^33, -2*E(396)^165, 2*E(396)^165, -2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 2*E(396)^143, -2*E(396)^121, -2*E(396)^77, 2*E(396)^55, 2*E(396)^11, 2*E(396)^77, -2*E(396)^143, 2*E(396)^187, -2*E(396)^187, 2*E(396)^121, -2*E(396)^11, -2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, E(396)^2-E(396)^20, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^100, E(396)^68-E(396)^86, E(396)^10-E(396)^100, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^28-E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^26-E(396)^62, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^70+E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^46-E(396)^64, -1*E(396)^46+E(396)^64, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^34-E(396)^76, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^59-E(396)^95, E(396)^19+E(396)^91, -1*E(396)^35+E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41+E(396)^47-E(396)^107, E(396)+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^79-E(396)^97, E(396)^59+E(396)^95, E(396)^5-E(396)^71+E(396)^83, E(396)^37+E(396)^73, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^35+E(396)^53, -1*E(396)-E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)^41-E(396)^113, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^61+E(396)^115, -1*E(396)^101+E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)+E(396)^109, -1*E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^41+E(396)^113, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^41-E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^59+E(396)^95, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^35-E(396)^53, -1*E(396)^13+E(396)^31, E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^79-E(396)^97, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101-E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31, E(396)^41+E(396)^113, E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, E(396)+E(396)^43-E(396)^67, E(396)+E(396)^43-E(396)^67, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^19-E(396)^91, E(396)^61-E(396)^115, E(396)^17-E(396)^71, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^37-E(396)^73, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^17-E(396)^71], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 2*E(396)^99, -2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -2*E(396)^165, 2*E(396)^33, -2*E(396)^33, 2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, -2*E(396)^55, 2*E(396)^77, 2*E(396)^121, -2*E(396)^143, -2*E(396)^187, -2*E(396)^121, 2*E(396)^55, -2*E(396)^11, 2*E(396)^11, -2*E(396)^77, 2*E(396)^187, 2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^21+E(396)^111, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^40, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^70+E(396)^106, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^46+E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^7+E(396)^37-E(396)^103, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^43-E(396)^67, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^47-E(396)^107-E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^91, E(396)^37+E(396)^73, -1*E(396)^61+E(396)^115, E(396)^25-E(396)^85-E(396)^91, E(396)^59+E(396)^95, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^79-E(396)^97, E(396)^41+E(396)^113, E(396)^59+E(396)^95, -1*E(396)^61+E(396)^115, E(396)^61-E(396)^115, -1*E(396)^41-E(396)^113, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)-E(396)^43+E(396)^67, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^17+E(396)^71, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^37-E(396)^73, E(396)^47-E(396)^107-E(396)^113, E(396)^17-E(396)^71, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53, -1*E(396)^79+E(396)^97, -1*E(396)^59-E(396)^95, E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)+E(396)^109, -1*E(396)-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^79-E(396)^97, E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)+E(396)^109, E(396)^17-E(396)^71, -1*E(396)^35+E(396)^53, E(396)^19+E(396)^91, -1*E(396)^101+E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^13+E(396)^31, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59-E(396)^95, E(396)+E(396)^43-E(396)^67, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^41+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^71+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43-E(396)^67-E(396)^109, E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 2*E(396)^77, -2*E(396)^187, -2*E(396)^11, 2*E(396)^121, -2*E(396)^143, 2*E(396)^11, -2*E(396)^77, -2*E(396)^55, 2*E(396)^55, 2*E(396)^187, 2*E(396)^143, -2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^51, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^20, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, E(396)^46-E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^101+E(396)^119, E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^101+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^61+E(396)^115, E(396)+E(396)^109, E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^13+E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^59-E(396)^95, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)-E(396)^109, E(396)^59+E(396)^95, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, E(396)^101-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^47-E(396)^107-E(396)^113, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^35+E(396)^53, E(396)^17-E(396)^71, -1*E(396)-E(396)^43+E(396)^67, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^37-E(396)^73, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^19+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79+E(396)^97, E(396)+E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^19-E(396)^91, E(396)+E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^41+E(396)^113, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^43-E(396)^67-E(396)^109, E(396)^59+E(396)^95, -1*E(396)-E(396)^109, E(396)^25-E(396)^85-E(396)^91, E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53, E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^79+E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^19+E(396)^91, -1*E(396)^41-E(396)^113, -1*E(396)^59-E(396)^95, E(396)^13-E(396)^31, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^41-E(396)^113], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -2*E(396)^121, 2*E(396)^11, 2*E(396)^187, -2*E(396)^77, 2*E(396)^55, -2*E(396)^187, 2*E(396)^121, 2*E(396)^143, -2*E(396)^143, -2*E(396)^11, -2*E(396)^55, 2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, E(396)^15+E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^50-E(396)^104, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^28+E(396)^82, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^26+E(396)^62, E(396)^8+E(396)^80, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^35+E(396)^53, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^79+E(396)^97, E(396)^59+E(396)^95, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)^13+E(396)^31, E(396)^37+E(396)^73, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79-E(396)^97, E(396)^19+E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^17-E(396)^71, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^109, E(396)^35-E(396)^53, E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^91, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^101-E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^71+E(396)^83, E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^41+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31, E(396)^59+E(396)^95, -1*E(396)^41-E(396)^113, E(396)^13-E(396)^31, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^109, E(396)+E(396)^43-E(396)^67, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^25-E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41+E(396)^113, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^17+E(396)^71, -1*E(396)^17+E(396)^71, -1*E(396)-E(396)^43+E(396)^67, E(396)^23+E(396)^65-E(396)^89, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^59-E(396)^95, E(396)^61-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^59-E(396)^95, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^35-E(396)^53, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^61+E(396)^115, E(396)+E(396)^43-E(396)^67, -1*E(396)^25+E(396)^85+E(396)^91], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 2*E(396)^77, -2*E(396)^187, -2*E(396)^11, 2*E(396)^121, -2*E(396)^143, 2*E(396)^11, -2*E(396)^77, -2*E(396)^55, 2*E(396)^55, 2*E(396)^187, 2*E(396)^143, -2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^57-E(396)^75, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^28-E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^26+E(396)^62, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^46-E(396)^64, -1*E(396)^26-E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^80, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^79-E(396)^97, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^17+E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^41-E(396)^113, E(396)+E(396)^43-E(396)^67, -1*E(396)^37-E(396)^73, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^37-E(396)^73, -1*E(396)^41-E(396)^113, E(396)^7-E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^23+E(396)^65-E(396)^89, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^19+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^35-E(396)^53, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^61+E(396)^115, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)+E(396)^109, E(396)^41+E(396)^113, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53, -1*E(396)^35+E(396)^53, E(396)+E(396)^43-E(396)^67, E(396)^17-E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^13+E(396)^31, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^43-E(396)^67-E(396)^109, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, E(396)^47-E(396)^107-E(396)^113, E(396)^61-E(396)^115, -1*E(396)^19-E(396)^91, -1*E(396)^101+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^59+E(396)^95, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^41+E(396)^113, -1*E(396)^79+E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^13-E(396)^31, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^91, -1*E(396)^13+E(396)^31, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^37+E(396)^73, E(396)^37+E(396)^73, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -2*E(396)^121, 2*E(396)^11, 2*E(396)^187, -2*E(396)^77, 2*E(396)^55, -2*E(396)^187, 2*E(396)^121, 2*E(396)^143, -2*E(396)^143, -2*E(396)^11, -2*E(396)^55, 2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^111, E(396)^70+E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^68-E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^50-E(396)^104, E(396)^10-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^17-E(396)^71, E(396)^101-E(396)^119, E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)-E(396)^109, E(396)^37+E(396)^73, E(396)^61-E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^101+E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^59-E(396)^95, E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)+E(396)^109, E(396)^19+E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17-E(396)^83, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53, E(396)^19+E(396)^91, -1*E(396)^17+E(396)^71, -1*E(396)^59-E(396)^95, E(396)^47-E(396)^107-E(396)^113, E(396)^43-E(396)^67-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, E(396)+E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^19-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^23+E(396)^65-E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^37-E(396)^73, E(396)^41+E(396)^47-E(396)^107, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^113, E(396)^19+E(396)^91, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^41-E(396)^113, E(396)+E(396)^109, -1*E(396)^79+E(396)^97, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^79-E(396)^97, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)-E(396)^43+E(396)^67, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^41-E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^71+E(396)^83, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35+E(396)^53, E(396)^13-E(396)^31, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^17+E(396)^71, E(396)^79-E(396)^97, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^13-E(396)^31], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 2*E(396)^77, -2*E(396)^187, -2*E(396)^11, 2*E(396)^121, -2*E(396)^143, 2*E(396)^11, -2*E(396)^77, -2*E(396)^55, 2*E(396)^55, 2*E(396)^187, 2*E(396)^143, -2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, E(396)^57-E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^26+E(396)^62, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^80, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^20, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^104+E(396)^116, -1*E(396)-E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^79-E(396)^97, E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^35+E(396)^53, E(396)^25-E(396)^85-E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^43-E(396)^67-E(396)^109, E(396)^101-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^37+E(396)^73, E(396)^17-E(396)^71, E(396)+E(396)^109, E(396)^25-E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^101-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17+E(396)^83, E(396)^61-E(396)^115, -1*E(396)^17+E(396)^71, -1*E(396)^79+E(396)^97, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^17-E(396)^71, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^113, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^37+E(396)^73, -1*E(396)^61+E(396)^115, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^59-E(396)^95, E(396)^41+E(396)^113, E(396)^7-E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^19-E(396)^91, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^61+E(396)^115, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^41-E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^13+E(396)^31, -1*E(396)^37-E(396)^73, E(396)^59+E(396)^95, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^59+E(396)^95], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -2*E(396)^121, 2*E(396)^11, 2*E(396)^187, -2*E(396)^77, 2*E(396)^55, -2*E(396)^187, 2*E(396)^121, 2*E(396)^143, -2*E(396)^143, -2*E(396)^11, -2*E(396)^55, 2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, E(396)^15+E(396)^51, E(396)^57-E(396)^75, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^10-E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^50+E(396)^104, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^28-E(396)^82, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)+E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^5-E(396)^17+E(396)^83, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^41+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^61-E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^17+E(396)^71, E(396)+E(396)^43-E(396)^67, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41+E(396)^113, E(396)^17-E(396)^71, E(396)^13-E(396)^31, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^37+E(396)^73, -1*E(396)^79+E(396)^97, E(396)^23+E(396)^65-E(396)^89, E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, E(396)+E(396)^43-E(396)^67, E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^101+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^37+E(396)^73, -1*E(396)^37-E(396)^73, E(396)^101-E(396)^119, -1*E(396)-E(396)^109, E(396)^19+E(396)^91, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^59-E(396)^95, -1*E(396)^35+E(396)^53, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^59+E(396)^95, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^17+E(396)^71, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^61+E(396)^115, E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^25-E(396)^85-E(396)^91, E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^13-E(396)^31, E(396)^17-E(396)^71, -1*E(396)^59-E(396)^95, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^19-E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^61+E(396)^115, E(396)^7-E(396)^73-E(396)^103], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 2*E(396)^77, -2*E(396)^187, -2*E(396)^11, 2*E(396)^121, -2*E(396)^143, 2*E(396)^11, -2*E(396)^77, -2*E(396)^55, 2*E(396)^55, 2*E(396)^187, 2*E(396)^143, -2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^48+E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^39+E(396)^93, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^21-E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^34+E(396)^76-E(396)^100, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^80, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^28-E(396)^82, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^100, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^16-E(396)^28+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^26-E(396)^62, E(396)^19+E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^17-E(396)^71, E(396)^35-E(396)^53, E(396)^41+E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^59+E(396)^95, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31, -1*E(396)-E(396)^43+E(396)^67, E(396)^17-E(396)^71, -1*E(396)^13+E(396)^31, E(396)^19+E(396)^91, E(396)^41+E(396)^113, -1*E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^79-E(396)^97, E(396)^37+E(396)^73, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^59+E(396)^95, E(396)^13-E(396)^31, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^13+E(396)^31, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^61+E(396)^115, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^35+E(396)^53, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^41-E(396)^113, -1*E(396)-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^37+E(396)^73, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^17+E(396)^71, -1*E(396)^23-E(396)^65+E(396)^89, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)+E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^59-E(396)^95, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^37-E(396)^73, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^19+E(396)^25-E(396)^85, E(396)^35-E(396)^53, E(396)^47-E(396)^107-E(396)^113, E(396)^79-E(396)^97, E(396)^101-E(396)^119, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)-E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^19-E(396)^91, E(396)^23+E(396)^65-E(396)^89, E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, -2*E(396)^121, 2*E(396)^11, 2*E(396)^187, -2*E(396)^77, 2*E(396)^55, -2*E(396)^187, 2*E(396)^121, 2*E(396)^143, -2*E(396)^143, -2*E(396)^11, -2*E(396)^55, 2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^21+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^39+E(396)^93, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^46-E(396)^64, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^40, E(396)^16-E(396)^28+E(396)^94, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^47-E(396)^107-E(396)^113, E(396)^23+E(396)^65-E(396)^89, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)^59-E(396)^95, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^25-E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^109, E(396)^41+E(396)^113, -1*E(396)^35+E(396)^53, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^61+E(396)^115, E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^109, E(396)^61-E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^61+E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^17+E(396)^71, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37+E(396)^73, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^109, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^19+E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^17-E(396)^71, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^37-E(396)^73, E(396)^41+E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^13+E(396)^31, E(396)^13-E(396)^31, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)-E(396)^43+E(396)^67, E(396)^23+E(396)^65-E(396)^89, E(396)^37+E(396)^73, E(396)^7+E(396)^37-E(396)^103, E(396)+E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101+E(396)^119, E(396)^35-E(396)^53, E(396)^35-E(396)^53, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79+E(396)^97, E(396)^13-E(396)^31, E(396)^41+E(396)^113, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^19+E(396)^91, E(396)^101-E(396)^119, E(396)^79-E(396)^97, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41-E(396)^113, -1*E(396)^47+E(396)^107+E(396)^113, E(396)+E(396)^43-E(396)^67, E(396)^79-E(396)^97, E(396)^7+E(396)^37-E(396)^103, E(396)^43-E(396)^67-E(396)^109], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, -2*E(396)^110, 2*E(396)^22, -2*E(396)^88, -2*E(396)^44, -2*E(396)^44, 2*E(396)^110, -2*E(396)^22, 2*E(396)^176, 2*E(396)^154, 2*E(396)^88, 2*E(396)^154, 2*E(396)^44, -2*E(396)^176, -2*E(396)^154, -2*E(396)^88, 2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 2*E(396)^77, -2*E(396)^187, -2*E(396)^11, 2*E(396)^121, -2*E(396)^143, 2*E(396)^11, -2*E(396)^77, -2*E(396)^55, 2*E(396)^55, 2*E(396)^187, 2*E(396)^143, -2*E(396)^121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^34+E(396)^76-E(396)^100, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^100, E(396)^2-E(396)^20, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^50-E(396)^104, E(396)^26+E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^28-E(396)^82, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^68-E(396)^86, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^37-E(396)^73, -1*E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^91, E(396)^43-E(396)^67-E(396)^109, E(396)^61-E(396)^115, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)^59-E(396)^95, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^101+E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^19+E(396)^91, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^35+E(396)^53, E(396)^37+E(396)^73, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^59-E(396)^95, -1*E(396)^17+E(396)^71, E(396)^41+E(396)^47-E(396)^107, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)-E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^91, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^79+E(396)^97, E(396)^35-E(396)^53, E(396)^19+E(396)^25-E(396)^85, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17+E(396)^71, E(396)^17-E(396)^71, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^19+E(396)^91, E(396)^59+E(396)^95, -1*E(396)^25+E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)^35+E(396)^53, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^61-E(396)^115, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)-E(396)^43+E(396)^67, E(396)+E(396)^109, E(396)+E(396)^109, -1*E(396)^101+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^23+E(396)^65-E(396)^89, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^41+E(396)^113, E(396)^7-E(396)^73-E(396)^103, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^23+E(396)^65-E(396)^89, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, 2*E(396)^88, -2*E(396)^176, 2*E(396)^110, 2*E(396)^154, 2*E(396)^154, -2*E(396)^88, 2*E(396)^176, -2*E(396)^22, -2*E(396)^44, -2*E(396)^110, -2*E(396)^44, -2*E(396)^154, 2*E(396)^22, 2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 2*E(396)^22, -2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, -2*E(396)^121, 2*E(396)^11, 2*E(396)^187, -2*E(396)^77, 2*E(396)^55, -2*E(396)^187, 2*E(396)^121, 2*E(396)^143, -2*E(396)^143, -2*E(396)^11, -2*E(396)^55, 2*E(396)^77, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^21-E(396)^111, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^20, E(396)^4+E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^50-E(396)^104, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^104+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^46+E(396)^64, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^37+E(396)^73, E(396)^19+E(396)^91, E(396)+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41-E(396)^113, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^19-E(396)^91, -1*E(396)^79+E(396)^97, E(396)^23+E(396)^65-E(396)^89, E(396)^35-E(396)^53, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^59-E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59+E(396)^95, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^47-E(396)^107-E(396)^113, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^17+E(396)^71, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^19+E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^13+E(396)^31, -1*E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^37-E(396)^73, -1*E(396)-E(396)^109, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^47-E(396)^107-E(396)^113, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^73-E(396)^103, E(396)^17-E(396)^71, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53, E(396)^61-E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^79-E(396)^97, -1*E(396)^61+E(396)^115, -1*E(396)^17+E(396)^71, E(396)^101-E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^35+E(396)^53, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^101-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^109, -1*E(396)^37-E(396)^73, E(396)^23+E(396)^65-E(396)^89, E(396)+E(396)^43-E(396)^67, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^109, E(396)^41+E(396)^113, E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^25-E(396)^85-E(396)^91, E(396)^59+E(396)^95, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^61+E(396)^115, E(396)+E(396)^43-E(396)^67, E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, -2*E(396)^11, -2*E(396)^55, -2*E(396)^143, -2*E(396)^187, 2*E(396)^77, 2*E(396)^143, 2*E(396)^11, 2*E(396)^121, -2*E(396)^121, 2*E(396)^55, -2*E(396)^77, 2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^10-E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^50-E(396)^104, E(396)^50-E(396)^104, E(396)^2-E(396)^20, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^13+E(396)^31, E(396)^19+E(396)^91, E(396)^35-E(396)^53, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^35-E(396)^53, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)+E(396)^43-E(396)^67, E(396)^7-E(396)^73-E(396)^103, E(396)^61-E(396)^115, -1*E(396)^19-E(396)^91, -1*E(396)^59-E(396)^95, -1*E(396)^61+E(396)^115, -1*E(396)^13+E(396)^31, E(396)^101-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^113, E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^61-E(396)^115, -1*E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13-E(396)^31, -1*E(396)^61+E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^101-E(396)^119, -1*E(396)^41-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^35+E(396)^53, E(396)^7-E(396)^73-E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, E(396)^41+E(396)^113, -1*E(396)^37-E(396)^73, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)+E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^101+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^101+E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^71+E(396)^83, -1*E(396)-E(396)^43+E(396)^67, E(396)^59+E(396)^95, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^19+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^19-E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^19+E(396)^25-E(396)^85, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^17+E(396)^71, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17+E(396)^71, E(396)^5-E(396)^71+E(396)^83, E(396)^79-E(396)^97, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^17-E(396)^71, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^83, E(396)^7+E(396)^37-E(396)^103, E(396)^25-E(396)^85-E(396)^91, E(396)^41+E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79+E(396)^97, E(396)^13-E(396)^31, E(396)^47-E(396)^107-E(396)^113, E(396)^17-E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41+E(396)^47-E(396)^107], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 2*E(396)^187, 2*E(396)^143, 2*E(396)^55, 2*E(396)^11, -2*E(396)^121, -2*E(396)^55, -2*E(396)^187, -2*E(396)^77, 2*E(396)^77, -2*E(396)^143, 2*E(396)^121, -2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^15+E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^46+E(396)^64, E(396)^50-E(396)^104, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, E(396)^8+E(396)^80, -1*E(396)^26-E(396)^62, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^13-E(396)^31, -1*E(396)^7+E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^23+E(396)^65-E(396)^89, E(396)^59+E(396)^95, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^79-E(396)^97, E(396)^7-E(396)^73-E(396)^103, E(396)+E(396)^109, E(396)^17-E(396)^71, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, E(396)^101-E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)-E(396)^43+E(396)^67, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^101+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^59-E(396)^95, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^37+E(396)^73, -1*E(396)^35+E(396)^53, -1*E(396)^37-E(396)^73, -1*E(396)^17+E(396)^71, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^59+E(396)^95, E(396)+E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^59-E(396)^95, -1*E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^79+E(396)^97, E(396)^41+E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^61+E(396)^115, E(396)^61-E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^19-E(396)^91, E(396)^47-E(396)^107-E(396)^113, E(396)^43-E(396)^67-E(396)^109, -1*E(396)-E(396)^109, E(396)^19+E(396)^91, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, E(396)+E(396)^43-E(396)^67, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^61+E(396)^115, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17-E(396)^83, E(396)+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^13-E(396)^31, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^61-E(396)^115, E(396)^101-E(396)^119, E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13+E(396)^31, E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^113, E(396)^19+E(396)^25-E(396)^85, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^101+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)-E(396)^109, E(396)^19+E(396)^25-E(396)^85], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, -2*E(396)^11, -2*E(396)^55, -2*E(396)^143, -2*E(396)^187, 2*E(396)^77, 2*E(396)^143, 2*E(396)^11, 2*E(396)^121, -2*E(396)^121, 2*E(396)^55, -2*E(396)^77, 2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^57-E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^26+E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^8+E(396)^80, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^26+E(396)^62, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^50-E(396)^104, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20, E(396)^50-E(396)^104, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^17+E(396)^71, -1*E(396)-E(396)^43+E(396)^67, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^37-E(396)^73, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^17-E(396)^71, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^61-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^23+E(396)^65-E(396)^89, E(396)^13-E(396)^31, E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^7+E(396)^37-E(396)^103, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37+E(396)^73, E(396)^17-E(396)^71, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^19-E(396)^91, -1*E(396)^41-E(396)^113, E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)-E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^59-E(396)^95, -1*E(396)^19-E(396)^91, E(396)^79-E(396)^97, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5-E(396)^71+E(396)^83, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^79+E(396)^97, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35-E(396)^53, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^35+E(396)^53, E(396)^13-E(396)^31, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79+E(396)^97, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^25-E(396)^85-E(396)^91, E(396)^79-E(396)^97, E(396)^37+E(396)^73, E(396)^7-E(396)^73-E(396)^103, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^101-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^59+E(396)^95, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^37-E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^109, -1*E(396)^59-E(396)^95, E(396)+E(396)^43-E(396)^67, -1*E(396)^13+E(396)^31, -1*E(396)^101+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^61-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^101+E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 2*E(396)^187, 2*E(396)^143, 2*E(396)^55, 2*E(396)^11, -2*E(396)^121, -2*E(396)^55, -2*E(396)^187, -2*E(396)^77, 2*E(396)^77, -2*E(396)^143, 2*E(396)^121, -2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^111, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^50+E(396)^104, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^70+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^82+E(396)^94, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^50-E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^50-E(396)^104, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^35-E(396)^53, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61+E(396)^115, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^59-E(396)^95, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31, E(396)+E(396)^109, E(396)^17-E(396)^71, -1*E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^17-E(396)^71, E(396)^13-E(396)^31, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^61-E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^101+E(396)^119, E(396)^61-E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^17+E(396)^71, -1*E(396)^41-E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^47-E(396)^107, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^19+E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^35-E(396)^53, E(396)^79-E(396)^97, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^101+E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)-E(396)^43+E(396)^67, E(396)^41+E(396)^113, E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^59+E(396)^95, E(396)^59+E(396)^95, -1*E(396)^19-E(396)^91, E(396)^47-E(396)^107-E(396)^113, E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^79-E(396)^97, E(396)^23+E(396)^65-E(396)^89, E(396)^37+E(396)^73, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^17+E(396)^71, E(396)^7-E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^79+E(396)^97, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^37-E(396)^73, E(396)^19+E(396)^91, -1*E(396)^79+E(396)^97], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -2*E(396)^11, -2*E(396)^55, -2*E(396)^143, -2*E(396)^187, 2*E(396)^77, 2*E(396)^143, 2*E(396)^11, 2*E(396)^121, -2*E(396)^121, 2*E(396)^55, -2*E(396)^77, 2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^28-E(396)^82, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^57-E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^8-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^46-E(396)^64, E(396)^10-E(396)^100, E(396)^26+E(396)^62, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31, E(396)^19+E(396)^25-E(396)^85, E(396)^37+E(396)^73, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^17+E(396)^71, E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, E(396)+E(396)^43-E(396)^67, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^71+E(396)^83, E(396)^19+E(396)^25-E(396)^85, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^35+E(396)^53, -1*E(396)^13+E(396)^31, E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^59+E(396)^95, E(396)^35-E(396)^53, -1*E(396)-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)-E(396)^109, E(396)^59+E(396)^95, -1*E(396)^59-E(396)^95, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^13+E(396)^31, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^79+E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^17+E(396)^83, E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^41+E(396)^47-E(396)^107, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^17-E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^35-E(396)^53, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^37+E(396)^73, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^61-E(396)^115, -1*E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19-E(396)^91, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^41+E(396)^47-E(396)^107, E(396)+E(396)^43-E(396)^67, E(396)+E(396)^109, -1*E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19+E(396)^91, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^113, E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^101-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^17-E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 2*E(396)^187, 2*E(396)^143, 2*E(396)^55, 2*E(396)^11, -2*E(396)^121, -2*E(396)^55, -2*E(396)^187, -2*E(396)^77, 2*E(396)^77, -2*E(396)^143, 2*E(396)^121, -2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, E(396)^15+E(396)^51, E(396)^57-E(396)^75, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^46+E(396)^64, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^8+E(396)^80, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)+E(396)^109, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)^25+E(396)^85+E(396)^91, E(396)+E(396)^109, -1*E(396)^101+E(396)^119, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^13-E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^23+E(396)^65-E(396)^89, E(396)^41+E(396)^113, E(396)^61-E(396)^115, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^79-E(396)^97, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79+E(396)^97, E(396)+E(396)^43-E(396)^67, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^35+E(396)^53, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^17+E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^37+E(396)^73, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31, E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^37-E(396)^73, E(396)^59+E(396)^95, E(396)^17-E(396)^71, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^79+E(396)^97, E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^41-E(396)^113, -1*E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^17-E(396)^71, -1*E(396)^19-E(396)^91, E(396)^43-E(396)^67-E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, E(396)^19+E(396)^25-E(396)^85, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^19+E(396)^91, E(396)^35-E(396)^53, E(396)^25-E(396)^85-E(396)^91, E(396)^101-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^79-E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, -2*E(396)^11, -2*E(396)^55, -2*E(396)^143, -2*E(396)^187, 2*E(396)^77, 2*E(396)^143, 2*E(396)^11, 2*E(396)^121, -2*E(396)^121, 2*E(396)^55, -2*E(396)^77, 2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^48+E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^39+E(396)^93, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^21-E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^68+E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^68-E(396)^86, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^34+E(396)^76-E(396)^100, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^100, E(396)^28-E(396)^82, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^25-E(396)^85-E(396)^91, -1*E(396)-E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^41-E(396)^113, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^13+E(396)^31, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79+E(396)^97, E(396)+E(396)^109, E(396)^5-E(396)^17+E(396)^83, E(396)^79-E(396)^97, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^7-E(396)^73-E(396)^103, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^19+E(396)^25-E(396)^85, E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^17+E(396)^71, E(396)^19+E(396)^91, E(396)^17-E(396)^71, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^47-E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^37+E(396)^73, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^19+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^41+E(396)^113, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^37+E(396)^73, E(396)+E(396)^43-E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41+E(396)^47-E(396)^107, E(396)^61-E(396)^115, -1*E(396)-E(396)^43+E(396)^67, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^59-E(396)^95, -1*E(396)^19-E(396)^91, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101-E(396)^119, -1*E(396)^101+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^109, E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^37-E(396)^73, -1*E(396)^17+E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^109, E(396)^23+E(396)^65-E(396)^89, E(396)^101-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, E(396)+E(396)^43-E(396)^67, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^13-E(396)^31, E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^35-E(396)^53, -1*E(396)^41-E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53, -1*E(396)^101+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^19-E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^113, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 2*E(396)^187, 2*E(396)^143, 2*E(396)^55, 2*E(396)^11, -2*E(396)^121, -2*E(396)^55, -2*E(396)^187, -2*E(396)^77, 2*E(396)^77, -2*E(396)^143, 2*E(396)^121, -2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^26-E(396)^62, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^21+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^39+E(396)^93, E(396)^46-E(396)^64, E(396)^70+E(396)^106, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^50+E(396)^104, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^10-E(396)^100, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^70-E(396)^106, E(396)^28-E(396)^82, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40, E(396)^41+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13-E(396)^31, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^17-E(396)^71, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^101-E(396)^119, E(396)^41+E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^37+E(396)^73, -1*E(396)^35+E(396)^53, E(396)^59+E(396)^95, E(396)^19+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101+E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^41-E(396)^113, E(396)^101-E(396)^119, -1*E(396)^59-E(396)^95, E(396)^61-E(396)^115, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^43-E(396)^67-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^35-E(396)^53, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^17+E(396)^71, E(396)^47-E(396)^107-E(396)^113, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^17-E(396)^71, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^5-E(396)^17+E(396)^83, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^59+E(396)^95, E(396)+E(396)^109, E(396)^79-E(396)^97, -1*E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^37-E(396)^73, -1*E(396)-E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^79-E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^61-E(396)^115, -1*E(396)^59-E(396)^95, E(396)^23+E(396)^65-E(396)^89, E(396)^35-E(396)^53, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, E(396)+E(396)^43-E(396)^67, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^13-E(396)^31, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^35+E(396)^53, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^61+E(396)^115, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^41-E(396)^113, -1*E(396)-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^37-E(396)^73, -1*E(396)-E(396)^43+E(396)^67], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^88, 2*E(396)^154, -2*E(396)^176, -2*E(396)^176, -2*E(396)^44, 2*E(396)^88, -2*E(396)^110, 2*E(396)^22, -2*E(396)^154, 2*E(396)^22, 2*E(396)^176, 2*E(396)^110, -2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 2*E(396)^110, -2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, -2*E(396)^11, -2*E(396)^55, -2*E(396)^143, -2*E(396)^187, 2*E(396)^77, 2*E(396)^143, 2*E(396)^11, 2*E(396)^121, -2*E(396)^121, 2*E(396)^55, -2*E(396)^77, 2*E(396)^187, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^26-E(396)^62, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^8+E(396)^80, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, E(396)^28-E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, E(396)^26+E(396)^62, E(396)^68-E(396)^86, -1*E(396)^7+E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^59+E(396)^95, E(396)^41+E(396)^113, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^91, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^79-E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^41+E(396)^113, E(396)+E(396)^43-E(396)^67, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41-E(396)^113, E(396)^35-E(396)^53, -1*E(396)-E(396)^109, E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^47-E(396)^107-E(396)^113, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)+E(396)^43-E(396)^67, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^37-E(396)^73, E(396)^47-E(396)^107-E(396)^113, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17+E(396)^83, E(396)^19+E(396)^91, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^61+E(396)^115, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79-E(396)^97, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^37+E(396)^73, E(396)^13-E(396)^31, -1*E(396)^17+E(396)^71, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^35+E(396)^53, E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^23+E(396)^65-E(396)^89, E(396)^61-E(396)^115, -1*E(396)^79+E(396)^97, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^13+E(396)^31, -1*E(396)^61+E(396)^115, E(396)+E(396)^109, E(396)^43-E(396)^67-E(396)^109, E(396)^43-E(396)^67-E(396)^109, E(396)^35-E(396)^53, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59+E(396)^95, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7+E(396)^37-E(396)^103, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^7-E(396)^73-E(396)^103, E(396)^17-E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53, E(396)^5-E(396)^71+E(396)^83], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^110, -2*E(396)^44, 2*E(396)^22, 2*E(396)^22, 2*E(396)^154, -2*E(396)^110, 2*E(396)^88, -2*E(396)^176, 2*E(396)^44, -2*E(396)^176, -2*E(396)^22, -2*E(396)^88, 2*E(396)^176, -2*E(396)^44, 2*E(396)^154, -2*E(396)^88, 2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 2*E(396)^187, 2*E(396)^143, 2*E(396)^55, 2*E(396)^11, -2*E(396)^121, -2*E(396)^55, -2*E(396)^187, -2*E(396)^77, 2*E(396)^77, -2*E(396)^143, 2*E(396)^121, -2*E(396)^11, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^21-E(396)^111, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^28-E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20, E(396)^10-E(396)^34-E(396)^76, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^8+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^59-E(396)^95, E(396)^17-E(396)^71, E(396)^37+E(396)^73, E(396)^7-E(396)^73-E(396)^103, E(396)^25-E(396)^85-E(396)^91, E(396)^43-E(396)^67-E(396)^109, E(396)^37+E(396)^73, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^79+E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101-E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^17+E(396)^71, E(396)^25-E(396)^85-E(396)^91, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^59-E(396)^95, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^91, E(396)^41+E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31, E(396)^59+E(396)^95, E(396)^23+E(396)^65-E(396)^89, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, -1*E(396)^41-E(396)^113, E(396)^79-E(396)^97, E(396)^35-E(396)^53, E(396)^13-E(396)^31, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^41+E(396)^113, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17+E(396)^83, E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)+E(396)^43-E(396)^67, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^17-E(396)^71, E(396)^13-E(396)^31, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)^19-E(396)^91, E(396)^79-E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^61+E(396)^115, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53, E(396)+E(396)^109, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^109, -1*E(396)-E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17+E(396)^83, E(396)^61-E(396)^115, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^61-E(396)^115], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, -2*E(396)^143, 2*E(396)^121, 2*E(396)^77, -2*E(396)^55, -2*E(396)^11, -2*E(396)^77, 2*E(396)^143, -2*E(396)^187, 2*E(396)^187, -2*E(396)^121, 2*E(396)^11, 2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^51, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^70-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, E(396)^46-E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^79-E(396)^97, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)-E(396)^43+E(396)^67, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^59-E(396)^95, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)+E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^47-E(396)^107, E(396)^59+E(396)^95, -1*E(396)^13+E(396)^31, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^101-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^43-E(396)^67-E(396)^109, E(396)^19+E(396)^91, E(396)^7+E(396)^37-E(396)^103, E(396)^35-E(396)^53, E(396)^37+E(396)^73, -1*E(396)^19-E(396)^91, E(396)^35-E(396)^53, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^109, E(396)^23+E(396)^65-E(396)^89, E(396)^13-E(396)^31, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^41-E(396)^113, E(396)^17-E(396)^71, -1*E(396)^17+E(396)^71, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^113, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41+E(396)^113, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^59+E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^47-E(396)^107-E(396)^113, E(396)^17-E(396)^71, -1*E(396)^19-E(396)^91, E(396)+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^61-E(396)^115, E(396)^61-E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101+E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^17+E(396)^71, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^13-E(396)^31, E(396)^5-E(396)^71+E(396)^83, E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17+E(396)^83, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^37-E(396)^73, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^79+E(396)^97, E(396)^41+E(396)^113, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, -1*E(396)^54-E(396)^-54, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 2*E(396)^55, -2*E(396)^77, -2*E(396)^121, 2*E(396)^143, 2*E(396)^187, 2*E(396)^121, -2*E(396)^55, 2*E(396)^11, -2*E(396)^11, 2*E(396)^77, -2*E(396)^187, -2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, E(396)^15+E(396)^51, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^39+E(396)^93, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, E(396)^8+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^2-E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^40, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^101-E(396)^119, E(396)^41+E(396)^113, E(396)^13-E(396)^31, -1*E(396)^79+E(396)^97, E(396)^7+E(396)^37-E(396)^103, E(396)^61-E(396)^115, E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^109, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^41-E(396)^113, E(396)^7+E(396)^37-E(396)^103, E(396)^17-E(396)^71, E(396)^101-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^35+E(396)^53, -1*E(396)^5+E(396)^71-E(396)^83, E(396)+E(396)^109, -1*E(396)^17+E(396)^71, E(396)^35-E(396)^53, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^41+E(396)^47-E(396)^107, E(396)+E(396)^43-E(396)^67, -1*E(396)^101+E(396)^119, E(396)^17-E(396)^71, E(396)^23+E(396)^65-E(396)^89, E(396)^37+E(396)^73, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^19+E(396)^25-E(396)^85, E(396)^7-E(396)^73-E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)-E(396)^109, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^43+E(396)^67, E(396)^59+E(396)^95, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^59-E(396)^95, E(396)^79-E(396)^97, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^25+E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^41+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^25-E(396)^85-E(396)^91, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)-E(396)^109, -1*E(396)^41-E(396)^113, E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^37+E(396)^73, E(396)^23+E(396)^65-E(396)^89, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^71+E(396)^83, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79+E(396)^97, E(396)^19+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^35+E(396)^53, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^61-E(396)^115, E(396)^79-E(396)^97, E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^59+E(396)^95, -1*E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^19-E(396)^91, -1*E(396)^37-E(396)^73, E(396)^35-E(396)^53, -1*E(396)^101+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^19-E(396)^91], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, -2*E(396)^143, 2*E(396)^121, 2*E(396)^77, -2*E(396)^55, -2*E(396)^11, -2*E(396)^77, 2*E(396)^143, -2*E(396)^187, 2*E(396)^187, -2*E(396)^121, 2*E(396)^11, 2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^57-E(396)^75, E(396)^45+E(396)^87-E(396)^111, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^46+E(396)^64, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^50+E(396)^104, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^8+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^61+E(396)^115, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^71+E(396)^83, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)^19+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, E(396)^37+E(396)^73, E(396)^13-E(396)^31, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^37-E(396)^73, -1*E(396)^61+E(396)^115, E(396)^17-E(396)^71, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^41-E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17+E(396)^83, E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^61-E(396)^115, -1*E(396)^37-E(396)^73, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^17-E(396)^71, -1*E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^5-E(396)^17+E(396)^83, -1*E(396)-E(396)^43+E(396)^67, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^41+E(396)^47-E(396)^107, E(396)^43-E(396)^67-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101+E(396)^119, E(396)^101-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)+E(396)^43-E(396)^67, -1*E(396)^17+E(396)^71, E(396)+E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^17+E(396)^71, E(396)^79-E(396)^97, E(396)^19+E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31, E(396)^41+E(396)^47-E(396)^107, E(396)^41+E(396)^113, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^79+E(396)^97, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^13-E(396)^31, -1*E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41-E(396)^113, E(396)^25-E(396)^85-E(396)^91, E(396)^59+E(396)^95, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^35+E(396)^53, -1*E(396)-E(396)^109, E(396)^59+E(396)^95, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^59-E(396)^95, E(396)^43-E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^109, E(396)^79-E(396)^97, E(396)^35-E(396)^53, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^61-E(396)^115, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^59-E(396)^95, E(396)^41+E(396)^113, E(396)^35-E(396)^53], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, E(396)^36+E(396)^-36, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 2*E(396)^55, -2*E(396)^77, -2*E(396)^121, 2*E(396)^143, 2*E(396)^187, 2*E(396)^121, -2*E(396)^55, 2*E(396)^11, -2*E(396)^11, 2*E(396)^77, -2*E(396)^187, -2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^81+E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^81-E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^111, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^26-E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^38-E(396)^50+E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^70+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20, -1*E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^61-E(396)^115, E(396)+E(396)^43-E(396)^67, -1*E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^59-E(396)^95, E(396)^41+E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79-E(396)^97, E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^23+E(396)^65-E(396)^89, -1*E(396)-E(396)^109, -1*E(396)^101+E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^79+E(396)^97, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^19+E(396)^91, -1*E(396)^41-E(396)^113, E(396)^19+E(396)^25-E(396)^85, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79+E(396)^97, E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^61+E(396)^115, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^113, -1*E(396)^35+E(396)^53, E(396)^23+E(396)^65-E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^101-E(396)^119, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^41+E(396)^47-E(396)^107, E(396)^13-E(396)^31, -1*E(396)^37-E(396)^73, E(396)^37+E(396)^73, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, E(396)^13-E(396)^31, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^13+E(396)^31, -1*E(396)^101+E(396)^119, E(396)^41+E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)^19+E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^37-E(396)^73, E(396)^35-E(396)^53, -1*E(396)^47+E(396)^107+E(396)^113, E(396)+E(396)^109, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^35+E(396)^53, E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^41+E(396)^113, E(396)^7-E(396)^73-E(396)^103, E(396)^61-E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73-E(396)^103, E(396)^37+E(396)^73, E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)^59-E(396)^95, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)-E(396)^109, -1*E(396)^17+E(396)^71, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^13+E(396)^31, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -2*E(396)^143, 2*E(396)^121, 2*E(396)^77, -2*E(396)^55, -2*E(396)^11, -2*E(396)^77, 2*E(396)^143, -2*E(396)^187, 2*E(396)^187, -2*E(396)^121, 2*E(396)^11, 2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^57-E(396)^75, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^15+E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^10-E(396)^100, E(396)^2-E(396)^20, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^28+E(396)^82, E(396)^28-E(396)^82, E(396)^8+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^38-E(396)^104+E(396)^116, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^4+E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)+E(396)^43-E(396)^67, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31, -1*E(396)^19-E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^91, E(396)^7-E(396)^73-E(396)^103, E(396)^101-E(396)^119, E(396)^19+E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101+E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^25-E(396)^85-E(396)^91, E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)-E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^17+E(396)^71, -1*E(396)^19-E(396)^91, E(396)+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^79-E(396)^97, -1*E(396)^35+E(396)^53, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)-E(396)^43+E(396)^67, E(396)^19+E(396)^91, -1*E(396)^61+E(396)^115, E(396)^35-E(396)^53, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79+E(396)^97, E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^71+E(396)^83, E(396)^13-E(396)^31, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^41-E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37-E(396)^73, E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^43-E(396)^67-E(396)^109, E(396)^61-E(396)^115, E(396)^59+E(396)^95, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^101+E(396)^119, E(396)^59+E(396)^95, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^59-E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^17-E(396)^71, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47-E(396)^107-E(396)^113, E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53, -1*E(396)^61+E(396)^115, -1*E(396)^37-E(396)^73, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^19+E(396)^25-E(396)^85, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)-E(396)^109, E(396)^43-E(396)^67-E(396)^109, E(396)^41+E(396)^47-E(396)^107, E(396)^23+E(396)^65-E(396)^89, E(396)^25-E(396)^85-E(396)^91, E(396)^41+E(396)^113, E(396)^13-E(396)^31, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35+E(396)^53, E(396)+E(396)^109, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^59-E(396)^95, E(396)^41+E(396)^113, E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, E(396)^72+E(396)^-72, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 2*E(396)^55, -2*E(396)^77, -2*E(396)^121, 2*E(396)^143, 2*E(396)^187, 2*E(396)^121, -2*E(396)^55, 2*E(396)^11, -2*E(396)^11, 2*E(396)^77, -2*E(396)^187, -2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, E(396)^21-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^39+E(396)^93, E(396)^15+E(396)^51, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, E(396)^15+E(396)^51, E(396)^57-E(396)^75, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^26-E(396)^62, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^26+E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^28-E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^68-E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^59-E(396)^95, E(396)^43-E(396)^67-E(396)^109, -1*E(396)-E(396)^43+E(396)^67, E(396)^79-E(396)^97, E(396)^19+E(396)^25-E(396)^85, E(396)^43-E(396)^67-E(396)^109, E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^17-E(396)^71, -1*E(396)^101+E(396)^119, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^59+E(396)^95, E(396)^79-E(396)^97, E(396)^47-E(396)^107-E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)-E(396)^109, -1*E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41+E(396)^113, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^43+E(396)^67+E(396)^109, E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31, E(396)^101-E(396)^119, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^41-E(396)^113, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^61-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^7+E(396)^37-E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)+E(396)^43-E(396)^67, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^101-E(396)^119, E(396)+E(396)^109, E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)+E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17-E(396)^71, -1*E(396)^61+E(396)^115, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^7-E(396)^73-E(396)^103, E(396)^19+E(396)^91, -1*E(396)^19-E(396)^91, -1*E(396)^17+E(396)^71, -1*E(396)^79+E(396)^97, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^59-E(396)^95, E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^59+E(396)^95, -1*E(396)^37-E(396)^73, E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17+E(396)^71, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^113, E(396)^41+E(396)^47-E(396)^107, E(396)^41+E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^37-E(396)^73, -1*E(396)^35+E(396)^53, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^43-E(396)^67, E(396)^41+E(396)^113, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^37+E(396)^73, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^25-E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37+E(396)^73], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, -2*E(396)^143, 2*E(396)^121, 2*E(396)^77, -2*E(396)^55, -2*E(396)^11, -2*E(396)^77, 2*E(396)^143, -2*E(396)^187, 2*E(396)^187, -2*E(396)^121, 2*E(396)^11, 2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^30+E(396)^102, -1*E(396)^30-E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^48+E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^39+E(396)^93, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51, E(396)^21-E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^21+E(396)^111, E(396)^45+E(396)^87-E(396)^111, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^68+E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^46+E(396)^64, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^8+E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^20, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^50+E(396)^104, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^41-E(396)^113, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^101+E(396)^119, -1*E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79-E(396)^97, -1*E(396)^37-E(396)^73, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^47-E(396)^107-E(396)^113, E(396)^5-E(396)^71+E(396)^83, E(396)^59+E(396)^95, -1*E(396)^13+E(396)^31, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^41+E(396)^113, E(396)^23+E(396)^65-E(396)^89, E(396)^19+E(396)^91, E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^19-E(396)^91, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61+E(396)^115, E(396)^17-E(396)^71, -1*E(396)-E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^19+E(396)^25-E(396)^85, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17+E(396)^71, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^83, E(396)^13-E(396)^31, E(396)^41+E(396)^113, E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^23+E(396)^65-E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)-E(396)^109, -1*E(396)^61+E(396)^115, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, E(396)+E(396)^43-E(396)^67, -1*E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53, E(396)^35-E(396)^53, E(396)^37+E(396)^73, E(396)^5-E(396)^71+E(396)^83, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53, E(396)+E(396)^109, E(396)^37+E(396)^73, -1*E(396)^17+E(396)^71, E(396)^7+E(396)^37-E(396)^103, -1*E(396)-E(396)^109, E(396)^13-E(396)^31, -1*E(396)^79+E(396)^97, -1*E(396)^79+E(396)^97, E(396)^59+E(396)^95, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^41+E(396)^47-E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^35-E(396)^53, E(396)^19+E(396)^91, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^101+E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^13+E(396)^31, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)+E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^17-E(396)^71, -1*E(396)^19-E(396)^91, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^18-E(396)^-18, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 2*E(396)^55, -2*E(396)^77, -2*E(396)^121, 2*E(396)^143, 2*E(396)^187, 2*E(396)^121, -2*E(396)^55, 2*E(396)^11, -2*E(396)^11, 2*E(396)^77, -2*E(396)^187, -2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^81-E(396)^117, E(396)^81+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^81-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^21+E(396)^111, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^39-E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^21-E(396)^111, E(396)^27-E(396)^93+E(396)^105, E(396)^39-E(396)^93, -1*E(396)^21+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^39+E(396)^93, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^26-E(396)^62, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^61+E(396)^115, -1*E(396)^79+E(396)^97, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^17+E(396)^71, E(396)^37+E(396)^73, E(396)^5-E(396)^17+E(396)^83, E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^61+E(396)^115, -1*E(396)^35+E(396)^53, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^19+E(396)^91, E(396)^61-E(396)^115, E(396)^7-E(396)^73-E(396)^103, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)^47-E(396)^107-E(396)^113, E(396)^101-E(396)^119, E(396)^37+E(396)^73, E(396)^35-E(396)^53, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^7+E(396)^37-E(396)^103, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^19+E(396)^91, -1*E(396)-E(396)^43+E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^37-E(396)^73, E(396)^59+E(396)^95, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^41+E(396)^113, -1*E(396)-E(396)^43+E(396)^67, E(396)+E(396)^43-E(396)^67, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^79-E(396)^97, E(396)^59+E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^19-E(396)^91, -1*E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19-E(396)^91, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^43-E(396)^67-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^61-E(396)^115, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37-E(396)^73, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)-E(396)^109, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^101+E(396)^119, -1*E(396)^101+E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^59-E(396)^95, E(396)^13-E(396)^31, E(396)^19+E(396)^25-E(396)^85, -1*E(396)-E(396)^109, E(396)^17-E(396)^71, E(396)^13-E(396)^31, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^41-E(396)^113, -1*E(396)^79+E(396)^97, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^79-E(396)^97, E(396)^17-E(396)^71, E(396)^23+E(396)^65-E(396)^89, E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)^7+E(396)^73+E(396)^103, E(396)+E(396)^109], [2, -2, 2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 2*E(396)^99, -2*E(396)^99, 0, 0, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 2*E(396)^132, -2*E(396)^132, -2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -2*E(396)^33, 2*E(396)^165, -2*E(396)^165, 2*E(396)^33, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^154, 2*E(396)^22, 2*E(396)^110, 2*E(396)^110, -2*E(396)^176, -2*E(396)^154, 2*E(396)^44, -2*E(396)^88, -2*E(396)^22, -2*E(396)^88, -2*E(396)^110, -2*E(396)^44, 2*E(396)^88, 2*E(396)^22, -2*E(396)^176, -2*E(396)^44, 2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, -2*E(396)^143, 2*E(396)^121, 2*E(396)^77, -2*E(396)^55, -2*E(396)^11, -2*E(396)^77, 2*E(396)^143, -2*E(396)^187, 2*E(396)^187, -2*E(396)^121, 2*E(396)^11, 2*E(396)^55, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, -1*E(396)^48-E(396)^84, E(396)^48+E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^45+E(396)^87-E(396)^111, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39+E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, E(396)^2-E(396)^20, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^100, E(396)^68-E(396)^86, E(396)^10-E(396)^100, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^28-E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^26-E(396)^62, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^70+E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^46-E(396)^64, -1*E(396)^46+E(396)^64, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^34-E(396)^76, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^59+E(396)^95, -1*E(396)^19-E(396)^91, E(396)^35-E(396)^53, E(396)^25-E(396)^85-E(396)^91, E(396)+E(396)^43-E(396)^67, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^19+E(396)^25-E(396)^85, E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41-E(396)^47+E(396)^107, -1*E(396)-E(396)^109, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^79+E(396)^97, -1*E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^37-E(396)^73, E(396)+E(396)^43-E(396)^67, E(396)^35-E(396)^53, E(396)+E(396)^109, E(396)^37+E(396)^73, E(396)^41+E(396)^113, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^47-E(396)^107-E(396)^113, E(396)^61-E(396)^115, E(396)^101-E(396)^119, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)-E(396)^109, E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^41-E(396)^113, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^41+E(396)^113, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^59-E(396)^95, E(396)^19+E(396)^25-E(396)^85, -1*E(396)^35+E(396)^53, E(396)^13-E(396)^31, -1*E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^5-E(396)^71+E(396)^83, -1*E(396)^5+E(396)^71-E(396)^83, E(396)^25-E(396)^85-E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^23+E(396)^65-E(396)^89, E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^61+E(396)^115, E(396)^13-E(396)^31-E(396)^79+E(396)^97, E(396)^101-E(396)^119, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101+E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^61-E(396)^115, -1*E(396)^13+E(396)^31, -1*E(396)^41-E(396)^113, -1*E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^17-E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^47+E(396)^107+E(396)^113, E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^43-E(396)^67-E(396)^109, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)-E(396)^43+E(396)^67, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^13+E(396)^31, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^17-E(396)^71, E(396)^19+E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37-E(396)^73, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^23+E(396)^65-E(396)^89, E(396)^19+E(396)^91, -1*E(396)^61+E(396)^115, -1*E(396)^17+E(396)^71, E(396)^47-E(396)^107-E(396)^113, E(396)^37+E(396)^73, -1*E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^17+E(396)^71], [2, -2, 2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, -2*E(396)^99, 2*E(396)^99, 0, 0, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, -2*E(396)^66, 2*E(396)^66, 2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 2*E(396)^165, -2*E(396)^33, 2*E(396)^33, -2*E(396)^165, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^44, -2*E(396)^176, -2*E(396)^88, -2*E(396)^88, 2*E(396)^22, 2*E(396)^44, -2*E(396)^154, 2*E(396)^110, 2*E(396)^176, 2*E(396)^110, 2*E(396)^88, 2*E(396)^154, -2*E(396)^110, -2*E(396)^176, 2*E(396)^22, 2*E(396)^154, -2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 2*E(396)^55, -2*E(396)^77, -2*E(396)^121, 2*E(396)^143, 2*E(396)^187, 2*E(396)^121, -2*E(396)^55, 2*E(396)^11, -2*E(396)^11, 2*E(396)^77, -2*E(396)^187, -2*E(396)^143, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^3+E(396)^63+E(396)^69, E(396)^3-E(396)^63-E(396)^69, E(396)^27-E(396)^39+E(396)^105, E(396)^21-E(396)^45-E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^27+E(396)^39-E(396)^105, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^63-E(396)^69+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^39+E(396)^105, -1*E(396)^81-E(396)^117, -1*E(396)^3+E(396)^63+E(396)^69, -1*E(396)^21+E(396)^45+E(396)^87, E(396)^81+E(396)^117, E(396)^81+E(396)^117, E(396)^3-E(396)^63-E(396)^69, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^63+E(396)^69-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21-E(396)^45-E(396)^87, -1*E(396)^81-E(396)^117, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45-E(396)^87+E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^57+E(396)^75, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15+E(396)^51-E(396)^81-E(396)^117, E(396)^21-E(396)^111, E(396)^3-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69+E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57+E(396)^75, E(396)^15+E(396)^51, E(396)^21-E(396)^111, E(396)^39-E(396)^93, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, -1*E(396)^15-E(396)^51, E(396)^15+E(396)^51-E(396)^81-E(396)^117, -1*E(396)^39+E(396)^93, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^15-E(396)^51, -1*E(396)^15-E(396)^51+E(396)^81+E(396)^117, E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93-E(396)^105, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93+E(396)^105, -1*E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63+E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39-E(396)^93, E(396)^15+E(396)^51, E(396)^45+E(396)^87-E(396)^111, -1*E(396)^21+E(396)^111, -1*E(396)^45-E(396)^87+E(396)^111, E(396)^57-E(396)^75, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93-E(396)^105, -1*E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^40, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^70+E(396)^106, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^46+E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17+E(396)^83, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19-E(396)^25+E(396)^85, -1*E(396)-E(396)^43+E(396)^67, E(396)^7-E(396)^73-E(396)^103, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, E(396)^41+E(396)^113, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^35+E(396)^53, E(396)^41+E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17-E(396)^83, -1*E(396)^19-E(396)^25+E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37-E(396)^73, E(396)^19+E(396)^25-E(396)^85, E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, -1*E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^23+E(396)^65-E(396)^89, -1*E(396)^13+E(396)^31+E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83-E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^25-E(396)^85-E(396)^91, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^19+E(396)^91, E(396)^5-E(396)^71+E(396)^83, E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83+E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101-E(396)^119, -1*E(396)^19-E(396)^91, -1*E(396)^37-E(396)^73, E(396)^61-E(396)^115, -1*E(396)^25+E(396)^85+E(396)^91, -1*E(396)^59-E(396)^95, E(396)^25-E(396)^85-E(396)^91, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73+E(396)^103, E(396)^41+E(396)^47-E(396)^107, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, -1*E(396)^79+E(396)^97, -1*E(396)^41-E(396)^113, -1*E(396)^59-E(396)^95, E(396)^61-E(396)^115, -1*E(396)^61+E(396)^115, E(396)^41+E(396)^113, E(396)^7+E(396)^37-E(396)^103, E(396)+E(396)^43-E(396)^67, -1*E(396)^35+E(396)^53+E(396)^101-E(396)^119, E(396)^17-E(396)^71, -1*E(396)^41-E(396)^47+E(396)^107, E(396)^37+E(396)^73, -1*E(396)^47+E(396)^107+E(396)^113, -1*E(396)^17+E(396)^71, E(396)^37+E(396)^73, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)^35+E(396)^53, E(396)^79-E(396)^97, E(396)^59+E(396)^95, -1*E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)-E(396)^109, E(396)+E(396)^109, E(396)^35-E(396)^53, E(396)^19+E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79+E(396)^97, -1*E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71+E(396)^83, E(396)^35-E(396)^53-E(396)^101+E(396)^119, -1*E(396)^25+E(396)^85+E(396)^91, E(396)^13-E(396)^31-E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, -1*E(396)-E(396)^109, -1*E(396)^17+E(396)^71, E(396)^35-E(396)^53, -1*E(396)^19-E(396)^91, E(396)^101-E(396)^119, E(396)^17-E(396)^71, E(396)^5-E(396)^17+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23-E(396)^65+E(396)^89, -1*E(396)^23-E(396)^65+E(396)^89, E(396)^13-E(396)^31, E(396)^35-E(396)^53-E(396)^101+E(396)^119, E(396)^43-E(396)^67-E(396)^109, -1*E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109, E(396)^47-E(396)^107-E(396)^113, E(396)^43-E(396)^67-E(396)^109, E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^59+E(396)^95, -1*E(396)-E(396)^43+E(396)^67, E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^41-E(396)^113, E(396)+E(396)^43-E(396)^67, E(396)^47-E(396)^107-E(396)^113, -1*E(396)^5+E(396)^71-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109, E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43+E(396)^67+E(396)^109, -1*E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^21+E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^57+E(396)^75, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45-E(396)^87-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^46-E(396)^64, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^17+E(396)^71, E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^109, E(396)^101+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, E(396)^59-E(396)^95, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, -1*E(396)^101-E(396)^119, E(396)^37-E(396)^73, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^79-E(396)^97, E(396)^47+E(396)^107-E(396)^113, E(396)^47+E(396)^107-E(396)^113, E(396)^7-E(396)^37+E(396)^103, E(396)^35+E(396)^53, E(396)^17+E(396)^71, E(396)-E(396)^43-E(396)^67, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^37+E(396)^73, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^91, E(396)^43+E(396)^67-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79-E(396)^97, E(396)-E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^17-E(396)^83, E(396)^25+E(396)^85-E(396)^91, E(396)^43+E(396)^67-E(396)^109, E(396)^59-E(396)^95, E(396)-E(396)^109, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53, E(396)^41-E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31, E(396)^79+E(396)^97, -1*E(396)^17-E(396)^71, -1*E(396)^35-E(396)^53, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^113, -1*E(396)^59+E(396)^95, -1*E(396)^13-E(396)^31, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^41-E(396)^113], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39+E(396)^93, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^28-E(396)^82, -1*E(396)^28+E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, E(396)^26+E(396)^62, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^35-E(396)^53, E(396)^41-E(396)^47-E(396)^107, E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^79-E(396)^97, E(396)^59-E(396)^95, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^37-E(396)^73, E(396)^5+E(396)^17-E(396)^83, E(396)^35+E(396)^53, E(396)^13+E(396)^31, E(396)^37-E(396)^73, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^19+E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^17+E(396)^71, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^17-E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^109, -1*E(396)^35-E(396)^53, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^13-E(396)^31, -1*E(396)^19+E(396)^91, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101-E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^101+E(396)^119, E(396)^19-E(396)^91, E(396)^19-E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13+E(396)^31, -1*E(396)^59+E(396)^95, -1*E(396)^41+E(396)^113, -1*E(396)^13-E(396)^31, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^109, E(396)^101+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^109, -1*E(396)+E(396)^43+E(396)^67, E(396)^19-E(396)^25-E(396)^85, E(396)^47+E(396)^107-E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^43+E(396)^67-E(396)^109, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^17+E(396)^71, -1*E(396)^17-E(396)^71, E(396)-E(396)^43-E(396)^67, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^61+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^59-E(396)^95, -1*E(396)^61-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^59+E(396)^95, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^61+E(396)^115, E(396)-E(396)^43-E(396)^67, E(396)^25+E(396)^85-E(396)^91], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^46-E(396)^64, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^100, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^50-E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^19-E(396)^25-E(396)^85, E(396)^101+E(396)^119, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^61+E(396)^115, E(396)-E(396)^109, -1*E(396)^101-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^59+E(396)^95, E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^109, E(396)^59-E(396)^95, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, E(396)^101+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^79+E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^35-E(396)^53, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^43+E(396)^67, E(396)^25+E(396)^85-E(396)^91, E(396)^37-E(396)^73, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^25+E(396)^85-E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79+E(396)^97, -1*E(396)+E(396)^109, E(396)^41-E(396)^47-E(396)^107, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^91, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^109, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31, -1*E(396)^79-E(396)^97, E(396)^17+E(396)^71, E(396)^35+E(396)^53, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^7-E(396)^37+E(396)^103, E(396)^17+E(396)^71, E(396)^7-E(396)^73+E(396)^103, E(396)^19-E(396)^91, E(396)^41-E(396)^113, E(396)^59-E(396)^95, E(396)^13+E(396)^31, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^41+E(396)^113], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^15-E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39-E(396)^93, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^28-E(396)^82, -1*E(396)^28+E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, E(396)^26+E(396)^62, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^35+E(396)^53, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^79-E(396)^97, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^79+E(396)^97, -1*E(396)^59+E(396)^95, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^37+E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31, -1*E(396)^37+E(396)^73, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79+E(396)^97, E(396)^19-E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^17-E(396)^71, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^109, E(396)^35+E(396)^53, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^13+E(396)^31, E(396)^19-E(396)^91, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^101+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^19+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^23-E(396)^65-E(396)^89, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13-E(396)^31, E(396)^59-E(396)^95, E(396)^41-E(396)^113, E(396)^13+E(396)^31, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^109, -1*E(396)^101-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^37-E(396)^73, E(396)^19-E(396)^25-E(396)^85, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^109, E(396)-E(396)^43-E(396)^67, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^17-E(396)^71, E(396)^17+E(396)^71, -1*E(396)+E(396)^43+E(396)^67, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^59+E(396)^95, E(396)^61+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^59-E(396)^95, E(396)^47+E(396)^107-E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)^7-E(396)^73+E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^25-E(396)^85+E(396)^91], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^45-E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^15+E(396)^51, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39+E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^45-E(396)^87-E(396)^111, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^26+E(396)^62, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, E(396)^26+E(396)^62, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, E(396)^10-E(396)^100, E(396)^10-E(396)^100, E(396)^46-E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^28-E(396)^82, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^17+E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^43+E(396)^67-E(396)^109, E(396)^41-E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)^37-E(396)^73, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^109, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37+E(396)^73, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35-E(396)^53, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^61-E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, E(396)-E(396)^109, -1*E(396)^41+E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)+E(396)^43+E(396)^67, E(396)^61+E(396)^115, E(396)^35+E(396)^53, E(396)^35+E(396)^53, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^13-E(396)^31, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^61+E(396)^115, E(396)^19-E(396)^91, E(396)^101+E(396)^119, E(396)^59-E(396)^95, -1*E(396)^59+E(396)^95, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^47+E(396)^107-E(396)^113, E(396)^41-E(396)^47-E(396)^107, E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^41-E(396)^113, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^13+E(396)^31, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^91, E(396)^13+E(396)^31, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^37+E(396)^73, E(396)^37-E(396)^73, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^17+E(396)^71, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^35+E(396)^53-E(396)^101-E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^45-E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^57-E(396)^75, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^26+E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^17+E(396)^71, -1*E(396)^101-E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^37+E(396)^73, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59-E(396)^95, E(396)^101+E(396)^119, E(396)-E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^61+E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^59+E(396)^95, -1*E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^91, E(396)^17+E(396)^71, E(396)^59-E(396)^95, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^23-E(396)^65-E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^37+E(396)^73, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^71-E(396)^83, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^79-E(396)^97, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^109, E(396)^79+E(396)^97, E(396)^101+E(396)^119, E(396)^19-E(396)^91, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^43-E(396)^67, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^41-E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)^47+E(396)^107-E(396)^113, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^37-E(396)^73, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^17-E(396)^71, E(396)^79+E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^19-E(396)^25-E(396)^85, E(396)^13+E(396)^31], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^45+E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21+E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, E(396)^15-E(396)^51, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^40, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^26+E(396)^62, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, E(396)^26+E(396)^62, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, E(396)^10-E(396)^100, E(396)^10-E(396)^100, E(396)^46-E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^28-E(396)^82, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^8-E(396)^80, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^79-E(396)^97, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^37+E(396)^73, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37-E(396)^73, E(396)^41-E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^35+E(396)^53, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^61+E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^71-E(396)^83, -1*E(396)+E(396)^109, E(396)^41-E(396)^113, E(396)^19-E(396)^25-E(396)^85, E(396)^47+E(396)^107-E(396)^113, E(396)-E(396)^43-E(396)^67, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^35-E(396)^53, E(396)-E(396)^43-E(396)^67, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^13+E(396)^31, E(396)-E(396)^109, E(396)^5+E(396)^17-E(396)^83, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^61-E(396)^115, -1*E(396)^19+E(396)^91, -1*E(396)^101-E(396)^119, -1*E(396)^59+E(396)^95, E(396)^59-E(396)^95, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^19-E(396)^25-E(396)^85, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^41+E(396)^113, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^13-E(396)^31, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^13-E(396)^31, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^37-E(396)^73, -1*E(396)^37+E(396)^73, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17-E(396)^71, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^45+E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, E(396)^2-E(396)^20, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^40, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^26+E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^17-E(396)^71, E(396)^101+E(396)^119, E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^109, E(396)^37-E(396)^73, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^109, E(396)^59-E(396)^95, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^109, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^61-E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^59-E(396)^95, E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^59+E(396)^95, E(396)^47+E(396)^107-E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^37-E(396)^73, E(396)^41-E(396)^47-E(396)^107, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^7-E(396)^73+E(396)^103, E(396)^41-E(396)^113, E(396)-E(396)^109, -1*E(396)^79-E(396)^97, -1*E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, E(396)^19-E(396)^25-E(396)^85, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^101+E(396)^119, E(396)^13+E(396)^31, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^41+E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^41-E(396)^47-E(396)^107, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, E(396)^13+E(396)^31, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^17+E(396)^71, -1*E(396)^79-E(396)^97, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^13-E(396)^31], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^9-E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^39-E(396)^93, -1*E(396)^57-E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^21+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^21-E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^14-E(396)^74-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^34-E(396)^76, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^50-E(396)^104, E(396)^2-E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)+E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)^23-E(396)^65-E(396)^89, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^13+E(396)^31, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79-E(396)^97, E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^35+E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^43+E(396)^67-E(396)^109, E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^109, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^23-E(396)^65-E(396)^89, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^61-E(396)^115, E(396)^17+E(396)^71, E(396)^79+E(396)^97, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^61+E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^17+E(396)^71, E(396)-E(396)^43-E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^113, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, -1*E(396)^61-E(396)^115, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^59+E(396)^95, -1*E(396)^41+E(396)^113, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^19+E(396)^91, E(396)^19-E(396)^91, E(396)^5-E(396)^71-E(396)^83, E(396)^61+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59-E(396)^95, E(396)^13+E(396)^31, E(396)^41-E(396)^47-E(396)^107, E(396)^41-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)+E(396)^43+E(396)^67, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^79-E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^13-E(396)^31, -1*E(396)^37+E(396)^73, -1*E(396)^59+E(396)^95, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^71-E(396)^83, E(396)^59-E(396)^95], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^9-E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^6-E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, E(396)^45-E(396)^87-E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^57+E(396)^75, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^50+E(396)^104, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^50-E(396)^104, E(396)^50-E(396)^104, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^28+E(396)^82, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^19+E(396)^91, E(396)-E(396)^43-E(396)^67, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35-E(396)^53, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^61-E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)^17+E(396)^71, E(396)-E(396)^43-E(396)^67, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53, E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41-E(396)^113, E(396)^17+E(396)^71, -1*E(396)^13-E(396)^31, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^37+E(396)^73, E(396)^79+E(396)^97, E(396)^23-E(396)^65-E(396)^89, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^43+E(396)^67, E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^37-E(396)^73, E(396)^37-E(396)^73, -1*E(396)^101-E(396)^119, E(396)-E(396)^109, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^59+E(396)^95, -1*E(396)^35-E(396)^53, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^17-E(396)^71, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^61-E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^59-E(396)^95, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^13+E(396)^31, -1*E(396)^17-E(396)^71, E(396)^59-E(396)^95, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^47+E(396)^107-E(396)^113, E(396)^61+E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^109, E(396)^7-E(396)^73+E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^23-E(396)^65-E(396)^89, E(396)^19-E(396)^91, -1*E(396)+E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^101+E(396)^119, E(396)^19-E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^19-E(396)^25-E(396)^85, E(396)^61+E(396)^115, E(396)^7-E(396)^73+E(396)^103], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^9+E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^39+E(396)^93, E(396)^57+E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^21-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51, E(396)^21+E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^14-E(396)^74-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^10-E(396)^34-E(396)^76, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^50-E(396)^104, E(396)^2-E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, E(396)-E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, E(396)^47+E(396)^107-E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^13-E(396)^31, E(396)^5+E(396)^17-E(396)^83, E(396)^79+E(396)^97, -1*E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^35-E(396)^53, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^37-E(396)^73, E(396)^17+E(396)^71, E(396)-E(396)^109, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^61+E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)^79-E(396)^97, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^61-E(396)^115, E(396)^7-E(396)^73+E(396)^103, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^113, E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^17+E(396)^71, E(396)^5-E(396)^71-E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, E(396)^61+E(396)^115, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^59-E(396)^95, E(396)^41-E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^19-E(396)^25-E(396)^85, E(396)^19-E(396)^91, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^61-E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^13-E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^41+E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)-E(396)^43-E(396)^67, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^79+E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^13+E(396)^31, E(396)^37-E(396)^73, E(396)^59-E(396)^95, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^59+E(396)^95], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^9+E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^6-E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^27-E(396)^93-E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^57-E(396)^75, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^50+E(396)^104, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, E(396)^10-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^50-E(396)^104, E(396)^50-E(396)^104, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^19-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^35+E(396)^53, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^41-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^61+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^43+E(396)^67, E(396)^37-E(396)^73, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41+E(396)^113, -1*E(396)^17-E(396)^71, E(396)^13+E(396)^31, E(396)^43+E(396)^67-E(396)^109, E(396)^37-E(396)^73, -1*E(396)^79-E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^43-E(396)^67, -1*E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^101+E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^37+E(396)^73, -1*E(396)^37+E(396)^73, E(396)^101+E(396)^119, -1*E(396)+E(396)^109, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^59-E(396)^95, E(396)^35+E(396)^53, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^59-E(396)^95, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^23-E(396)^65-E(396)^89, E(396)^17+E(396)^71, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^61+E(396)^115, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^59+E(396)^95, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13-E(396)^31, E(396)^17+E(396)^71, -1*E(396)^59+E(396)^95, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^61-E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^19+E(396)^91, E(396)-E(396)^109, E(396)^41-E(396)^47-E(396)^107, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27-E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^30+E(396)^102, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^21-E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^45-E(396)^87-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^28+E(396)^82, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^20, E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^26+E(396)^62, E(396)^19-E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^17-E(396)^71, E(396)^35+E(396)^53, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^59+E(396)^95, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)+E(396)^43+E(396)^67, E(396)^17+E(396)^71, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^113, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^37-E(396)^73, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^59-E(396)^95, E(396)^13+E(396)^31, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^91, -1*E(396)^13-E(396)^31, E(396)^37-E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)^5-E(396)^71-E(396)^83, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^59-E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^61+E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^61+E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^35+E(396)^53, E(396)^7-E(396)^37+E(396)^103, E(396)^43+E(396)^67-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^41-E(396)^113, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^37+E(396)^73, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^17-E(396)^71, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^59+E(396)^95, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^37+E(396)^73, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^79-E(396)^97, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^101+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^35-E(396)^53, E(396)^47+E(396)^107-E(396)^113, E(396)^79+E(396)^97, E(396)^101+E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^19+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27-E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, E(396)^24-E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^39+E(396)^93, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, -1*E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^26+E(396)^62, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^8-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^46-E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^19-E(396)^25-E(396)^85, E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53, E(396)^59-E(396)^95, -1*E(396)^17-E(396)^71, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^109, -1*E(396)^41+E(396)^113, E(396)^35+E(396)^53, E(396)^7-E(396)^73+E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^41+E(396)^113, -1*E(396)^61-E(396)^115, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^109, E(396)^61+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^61+E(396)^115, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^17+E(396)^71, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, E(396)^5-E(396)^71-E(396)^83, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^109, -1*E(396)+E(396)^109, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^19+E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^37-E(396)^73, E(396)^41-E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^13-E(396)^31, E(396)^13+E(396)^31, E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^43-E(396)^67, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^37+E(396)^73, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101+E(396)^119, E(396)^35+E(396)^53, -1*E(396)^35-E(396)^53, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^19+E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^79-E(396)^97, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^113, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^19-E(396)^91, -1*E(396)^101-E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^113, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27+E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, E(396)^30+E(396)^102, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^70-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^39+E(396)^93, E(396)^57+E(396)^75, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^45+E(396)^87+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2-E(396)^20, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^68+E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^28+E(396)^82, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^20, E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, E(396)^52+E(396)^58-E(396)^118, E(396)^46-E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^17+E(396)^71, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^59-E(396)^95, E(396)^61+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^13+E(396)^31, E(396)-E(396)^43-E(396)^67, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^91, E(396)^41-E(396)^113, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^37+E(396)^73, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^59+E(396)^95, -1*E(396)^13-E(396)^31, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^91, E(396)^13+E(396)^31, -1*E(396)^37+E(396)^73, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^59+E(396)^95, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^61-E(396)^115, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^61-E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^35-E(396)^53, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^41+E(396)^113, E(396)-E(396)^109, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^37-E(396)^73, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^17+E(396)^71, E(396)^23-E(396)^65-E(396)^89, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^59-E(396)^95, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^37-E(396)^73, E(396)^43+E(396)^67-E(396)^109, E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^101-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^35+E(396)^53, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^79-E(396)^97, -1*E(396)^101-E(396)^119, E(396)^61+E(396)^115, E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^19-E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27+E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, E(396)^24-E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51, E(396)^27-E(396)^93-E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, -1*E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^26+E(396)^62, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^8-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^46-E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^10-E(396)^100, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^7-E(396)^73+E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53, -1*E(396)^59+E(396)^95, E(396)^17+E(396)^71, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^109, E(396)^41-E(396)^113, -1*E(396)^35-E(396)^53, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^41-E(396)^113, E(396)^61+E(396)^115, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^109, -1*E(396)^61-E(396)^115, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^61-E(396)^115, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^109, E(396)-E(396)^109, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^19-E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^17+E(396)^71, E(396)^25+E(396)^85-E(396)^91, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^37+E(396)^73, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^13+E(396)^31, -1*E(396)^13-E(396)^31, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^37-E(396)^73, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, E(396)^7-E(396)^73+E(396)^103, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53, E(396)^35+E(396)^53, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^19-E(396)^91, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^79+E(396)^97, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^113, E(396)^41-E(396)^47-E(396)^107, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^19+E(396)^91, E(396)^101+E(396)^119, E(396)^79+E(396)^97, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^113, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^43+E(396)^67-E(396)^109], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^63-E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^57+E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, -1*E(396)^26-E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^37+E(396)^73, -1*E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^109, -1*E(396)^13-E(396)^31, -1*E(396)^19+E(396)^91, E(396)^43+E(396)^67-E(396)^109, E(396)^61+E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^37-E(396)^73, E(396)^59-E(396)^95, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^17+E(396)^71, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^91, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53, -1*E(396)^37+E(396)^73, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^59+E(396)^95, E(396)^17+E(396)^71, E(396)^41-E(396)^47-E(396)^107, E(396)^7-E(396)^37+E(396)^103, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17-E(396)^71, -1*E(396)^17-E(396)^71, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^19+E(396)^91, E(396)^59-E(396)^95, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^13+E(396)^31, -1*E(396)^35-E(396)^53, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^61+E(396)^115, E(396)^35+E(396)^53, -1*E(396)^101-E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^61-E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13+E(396)^31, E(396)^41-E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)+E(396)^109, E(396)-E(396)^109, E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^25+E(396)^85-E(396)^91, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^23-E(396)^65-E(396)^89, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^37-E(396)^73, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^63-E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^24+E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51, -1*E(396)^21-E(396)^111, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^26+E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^100, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^32-E(396)^56-E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^46-E(396)^64, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^113, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^19-E(396)^91, E(396)^79+E(396)^97, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^35-E(396)^53, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^59-E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59-E(396)^95, E(396)^19-E(396)^25-E(396)^85, E(396)^47+E(396)^107-E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)^17+E(396)^71, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^37+E(396)^103, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^13-E(396)^31, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)^37-E(396)^73, -1*E(396)+E(396)^109, E(396)^101+E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^17-E(396)^71, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^35+E(396)^53, E(396)^61+E(396)^115, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^79+E(396)^97, E(396)^61+E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^23-E(396)^65-E(396)^89, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^59+E(396)^95, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^109, -1*E(396)^37+E(396)^73, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^109, -1*E(396)^41+E(396)^113, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^110, 2*E(396)^22, 2*E(396)^88, -2*E(396)^44, 2*E(396)^44, 2*E(396)^110, 2*E(396)^22, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^154, -2*E(396)^44, -2*E(396)^176, 2*E(396)^154, -2*E(396)^88, -2*E(396)^110, 2*E(396)^176, -2*E(396)^22, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^63+E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^57-E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39+E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^32-E(396)^56-E(396)^98, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^26+E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, -1*E(396)^26-E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^50-E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^10-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^37-E(396)^73, E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^109, E(396)^13+E(396)^31, E(396)^19-E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^61-E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^37+E(396)^73, -1*E(396)^59+E(396)^95, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53, E(396)^37-E(396)^73, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^113, E(396)^59-E(396)^95, -1*E(396)^17-E(396)^71, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53, E(396)^19-E(396)^25-E(396)^85, E(396)^7-E(396)^37+E(396)^103, E(396)^17+E(396)^71, E(396)^17+E(396)^71, E(396)^19-E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^19-E(396)^91, -1*E(396)^59+E(396)^95, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^13-E(396)^31, E(396)^35+E(396)^53, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13+E(396)^31, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53, E(396)^101+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^61+E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)^41+E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^43-E(396)^67, E(396)-E(396)^109, -1*E(396)+E(396)^109, -1*E(396)^101-E(396)^119, E(396)^79+E(396)^97, E(396)^23-E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^41-E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^37+E(396)^73, E(396)^5-E(396)^71-E(396)^83, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^17-E(396)^83], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^176, 2*E(396)^88, -2*E(396)^154, -2*E(396)^22, -2*E(396)^110, 2*E(396)^44, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^88, -2*E(396)^176, -2*E(396)^110, 2*E(396)^154, -2*E(396)^154, -2*E(396)^88, -2*E(396)^176, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^44, 2*E(396)^154, 2*E(396)^22, -2*E(396)^44, 2*E(396)^110, 2*E(396)^88, -2*E(396)^22, 2*E(396)^176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^63+E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^24+E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51, E(396)^21+E(396)^111, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^27-E(396)^93-E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^26+E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^100, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^68+E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^32-E(396)^56-E(396)^98, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^37-E(396)^73, E(396)^19-E(396)^91, E(396)-E(396)^109, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^113, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^19+E(396)^91, -1*E(396)^79-E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^35+E(396)^53, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35+E(396)^53, E(396)^25+E(396)^85-E(396)^91, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^13+E(396)^31, E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^37+E(396)^73, E(396)-E(396)^109, -1*E(396)^101-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^7-E(396)^73+E(396)^103, E(396)^17+E(396)^71, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^61-E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^43+E(396)^67-E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^19-E(396)^91, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^79-E(396)^97, -1*E(396)^61-E(396)^115, E(396)^17+E(396)^71, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^113, E(396)-E(396)^43-E(396)^67, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^59-E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^109, E(396)^37-E(396)^73, E(396)^23-E(396)^65-E(396)^89, E(396)-E(396)^43-E(396)^67, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^109, E(396)^41-E(396)^113, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^25+E(396)^85-E(396)^91, E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^21+E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^57+E(396)^75, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45-E(396)^87-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^38-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^70+E(396)^106, E(396)^10-E(396)^100, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^68-E(396)^86, -1*E(396)^50+E(396)^104, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, E(396)^8+E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^20, E(396)^26+E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^13+E(396)^31, E(396)^19-E(396)^91, E(396)^35+E(396)^53, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^7-E(396)^73+E(396)^103, E(396)^61+E(396)^115, -1*E(396)^19+E(396)^91, -1*E(396)^59+E(396)^95, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31, E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53, E(396)^41-E(396)^113, -1*E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^61-E(396)^115, -1*E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31, E(396)^61+E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101-E(396)^119, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^23-E(396)^65-E(396)^89, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^37-E(396)^73, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^41+E(396)^113, E(396)^37-E(396)^73, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^7-E(396)^73+E(396)^103, E(396)^101+E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^43+E(396)^67, E(396)^59-E(396)^95, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^19-E(396)^91, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^109, E(396)^17+E(396)^71, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17-E(396)^71, E(396)^5-E(396)^71-E(396)^83, E(396)^79+E(396)^97, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^17-E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)^37+E(396)^73, E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^37+E(396)^103, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31, E(396)^47+E(396)^107-E(396)^113, E(396)^17+E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39+E(396)^93, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^26-E(396)^62, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, E(396)^32-E(396)^56-E(396)^98, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^46+E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^13+E(396)^31, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^23-E(396)^65-E(396)^89, E(396)^59-E(396)^95, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^109, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^101+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^79+E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^37-E(396)^73, E(396)^35+E(396)^53, E(396)^37-E(396)^73, E(396)^17+E(396)^71, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^59-E(396)^95, -1*E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^91, E(396)^61+E(396)^115, -1*E(396)^61-E(396)^115, E(396)^23-E(396)^65-E(396)^89, E(396)^7-E(396)^73+E(396)^103, E(396)^19-E(396)^91, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, E(396)-E(396)^109, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, E(396)-E(396)^43-E(396)^67, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^61-E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^17-E(396)^71, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^61+E(396)^115, -1*E(396)^101-E(396)^119, E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13+E(396)^31, E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^109, E(396)^19-E(396)^25-E(396)^85], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^28-E(396)^82, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^50+E(396)^104, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^38-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^10-E(396)^34-E(396)^76, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^70+E(396)^106, E(396)^10-E(396)^100, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^68-E(396)^86, -1*E(396)^50+E(396)^104, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, E(396)^8+E(396)^80, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^28-E(396)^82, E(396)^4+E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^20, E(396)^26+E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^13-E(396)^31, -1*E(396)^19+E(396)^91, -1*E(396)^35-E(396)^53, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^5+E(396)^17-E(396)^83, E(396)^35+E(396)^53, E(396)^7-E(396)^37+E(396)^103, E(396)^23-E(396)^65-E(396)^89, E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^61-E(396)^115, E(396)^19-E(396)^91, E(396)^59-E(396)^95, E(396)^61+E(396)^115, E(396)^13+E(396)^31, -1*E(396)^101-E(396)^119, E(396)^59-E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53, -1*E(396)^41+E(396)^113, E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^61+E(396)^115, E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^61-E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^101+E(396)^119, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^37+E(396)^73, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^113, E(396)^41-E(396)^113, -1*E(396)^37+E(396)^73, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^109, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^19-E(396)^25-E(396)^85, E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^43+E(396)^67-E(396)^109, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^43-E(396)^67, -1*E(396)^59+E(396)^95, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^109, -1*E(396)^17-E(396)^71, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^7-E(396)^37+E(396)^103, E(396)^17+E(396)^71, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^79-E(396)^97, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^17+E(396)^71, E(396)^37-E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^13+E(396)^31, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41-E(396)^47-E(396)^107], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^15-E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39-E(396)^93, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^10-E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, -1*E(396)^68+E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^26-E(396)^62, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^82+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, E(396)^32-E(396)^56-E(396)^98, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^68-E(396)^86, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^46+E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^47+E(396)^107-E(396)^113, E(396)^7-E(396)^73+E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^79+E(396)^97, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^109, E(396)^17+E(396)^71, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^101-E(396)^119, E(396)^37-E(396)^73, E(396)^59-E(396)^95, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^113, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^79-E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53, -1*E(396)^37+E(396)^73, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^59-E(396)^95, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^35+E(396)^53, E(396)^25+E(396)^85-E(396)^91, E(396)^25+E(396)^85-E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^59+E(396)^95, E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^91, -1*E(396)^61-E(396)^115, E(396)^61+E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^19+E(396)^91, E(396)^47+E(396)^107-E(396)^113, E(396)^43+E(396)^67-E(396)^109, -1*E(396)+E(396)^109, E(396)^19-E(396)^91, E(396)^41-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^19-E(396)^25-E(396)^85, E(396)^61+E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)^23-E(396)^65-E(396)^89, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^17+E(396)^71, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^61-E(396)^115, E(396)^101+E(396)^119, -1*E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^101+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^45-E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^15+E(396)^51, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39+E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^26-E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^68-E(396)^86, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, E(396)^10-E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^38-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^17-E(396)^71, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59-E(396)^95, E(396)^17+E(396)^71, E(396)-E(396)^43-E(396)^67, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^37-E(396)^73, E(396)^25+E(396)^85-E(396)^91, E(396)^17+E(396)^71, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^61+E(396)^115, E(396)^7-E(396)^73+E(396)^103, E(396)^41-E(396)^47-E(396)^107, E(396)^7-E(396)^37+E(396)^103, E(396)^61+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^25+E(396)^85-E(396)^91, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^17-E(396)^71, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^41-E(396)^47-E(396)^107, E(396)^19-E(396)^91, E(396)^41-E(396)^113, E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)-E(396)^109, E(396)^5+E(396)^17-E(396)^83, E(396)^59-E(396)^95, -1*E(396)^19+E(396)^91, E(396)^79+E(396)^97, E(396)^43+E(396)^67-E(396)^109, E(396)^5-E(396)^71-E(396)^83, -1*E(396)+E(396)^43+E(396)^67, E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^25-E(396)^85, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^79-E(396)^97, E(396)^37-E(396)^73, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^59+E(396)^95, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^43+E(396)^67, E(396)^13+E(396)^31, -1*E(396)^101-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^101+E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^45-E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^57-E(396)^75, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, E(396)^70+E(396)^106, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^50-E(396)^104, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^28-E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^19-E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^61+E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^13+E(396)^31, E(396)^5-E(396)^71-E(396)^83, E(396)^59-E(396)^95, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^61-E(396)^115, E(396)^13+E(396)^31, E(396)-E(396)^109, -1*E(396)^17-E(396)^71, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^47+E(396)^107-E(396)^113, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^17+E(396)^71, -1*E(396)^13-E(396)^31, -1*E(396)^13-E(396)^31, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^61+E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^101-E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^25+E(396)^85-E(396)^91, E(396)^17+E(396)^71, -1*E(396)^41+E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^7-E(396)^37+E(396)^103, E(396)^41-E(396)^47-E(396)^107, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^19-E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^109, E(396)^19-E(396)^25-E(396)^85, E(396)^35+E(396)^53, E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, E(396)^101+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^43-E(396)^67, -1*E(396)^41+E(396)^113, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^59+E(396)^95, -1*E(396)^19+E(396)^91, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^37-E(396)^73, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^17-E(396)^71, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^37-E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^23-E(396)^65-E(396)^89, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^79+E(396)^97, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^91, -1*E(396)^79-E(396)^97], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^45+E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^70-E(396)^106, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21+E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, E(396)^15-E(396)^51, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^26-E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^68-E(396)^86, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^80, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^50-E(396)^104, -1*E(396)^10+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, E(396)^10-E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^40, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^38-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^17+E(396)^71, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^43+E(396)^67, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^109, E(396)^7-E(396)^73+E(396)^103, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^37+E(396)^73, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, E(396)^17+E(396)^71, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^59+E(396)^95, E(396)^19-E(396)^91, -1*E(396)^79-E(396)^97, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5+E(396)^71+E(396)^83, E(396)-E(396)^43-E(396)^67, -1*E(396)^79-E(396)^97, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^25+E(396)^85-E(396)^91, E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^113, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^35+E(396)^53, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^23-E(396)^65-E(396)^89, E(396)^25+E(396)^85-E(396)^91, E(396)^79+E(396)^97, -1*E(396)^37+E(396)^73, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^7-E(396)^73+E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^59-E(396)^95, E(396)^5+E(396)^17-E(396)^83, E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^109, E(396)^59-E(396)^95, E(396)-E(396)^43-E(396)^67, -1*E(396)^13-E(396)^31, E(396)^101+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^101-E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^45+E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^26-E(396)^62, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^8+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^4+E(396)^40, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, E(396)^8+E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^8-E(396)^80, E(396)^70+E(396)^106, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^50-E(396)^104, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^10-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^20, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^26-E(396)^62, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^28-E(396)^82, E(396)^52+E(396)^58-E(396)^118, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^35+E(396)^53, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61-E(396)^115, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^59+E(396)^95, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^5+E(396)^17-E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)^61+E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)+E(396)^109, E(396)^17+E(396)^71, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^17-E(396)^71, E(396)^13+E(396)^31, E(396)^13+E(396)^31, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^101+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^101+E(396)^119, E(396)^61+E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^17-E(396)^71, E(396)^41-E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^35+E(396)^53, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^19+E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^35-E(396)^53, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^101-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^43+E(396)^67, E(396)^41-E(396)^113, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^59-E(396)^95, E(396)^19-E(396)^91, E(396)^47+E(396)^107-E(396)^113, E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^79+E(396)^97, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^37+E(396)^73, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^17+E(396)^71, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^37-E(396)^73, E(396)^19-E(396)^91, E(396)^79+E(396)^97], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^9-E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^28-E(396)^82, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^39-E(396)^93, -1*E(396)^57-E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^21+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^21-E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^8+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^46-E(396)^64, E(396)^10-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^43+E(396)^67-E(396)^109, E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^41-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^61-E(396)^115, E(396)^13+E(396)^31, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^17-E(396)^71, E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59-E(396)^95, E(396)-E(396)^43-E(396)^67, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^43-E(396)^67, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31, E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^17-E(396)^83, E(396)^43+E(396)^67-E(396)^109, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^101-E(396)^119, E(396)^23-E(396)^65-E(396)^89, E(396)^59-E(396)^95, E(396)^35+E(396)^53, E(396)-E(396)^109, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^5+E(396)^71+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)+E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)^59+E(396)^95, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^7-E(396)^37+E(396)^103, E(396)^13+E(396)^31, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^61+E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^61-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37+E(396)^73, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^71-E(396)^83, E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^61+E(396)^115, E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^19-E(396)^91, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^43+E(396)^67, E(396)-E(396)^109, -1*E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19+E(396)^91, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, E(396)^79+E(396)^97, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^9-E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^6-E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, E(396)^45-E(396)^87-E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^57+E(396)^75, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^68+E(396)^86, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^8-E(396)^80, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^109, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^109, E(396)^101+E(396)^119, E(396)^61+E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^109, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^41-E(396)^113, -1*E(396)^61-E(396)^115, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^79+E(396)^97, -1*E(396)+E(396)^43+E(396)^67, E(396)^7-E(396)^73+E(396)^103, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^35+E(396)^53, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^35+E(396)^53, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^25+E(396)^85-E(396)^91, E(396)^17+E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^59+E(396)^95, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^37+E(396)^73, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^13+E(396)^31, E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^37+E(396)^73, -1*E(396)^59+E(396)^95, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^79-E(396)^97, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^41-E(396)^113, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^17+E(396)^71, -1*E(396)^19+E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^101+E(396)^119, E(396)^19-E(396)^91, E(396)^19-E(396)^25-E(396)^85, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^19-E(396)^91, -1*E(396)^35-E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^101-E(396)^119, E(396)^59-E(396)^95, E(396)^7-E(396)^37+E(396)^103, E(396)^79+E(396)^97, E(396)^23-E(396)^65-E(396)^89, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^9+E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^28-E(396)^82, E(396)^10-E(396)^34-E(396)^76, E(396)^14-E(396)^74-E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^39+E(396)^93, E(396)^57+E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^21-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51, E(396)^21+E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^8+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^28-E(396)^82, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^46-E(396)^64, E(396)^10-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^52+E(396)^58-E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^37+E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^41+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^61+E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^37-E(396)^73, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^43+E(396)^67-E(396)^109, E(396)^23-E(396)^65-E(396)^89, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^17+E(396)^71, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^43+E(396)^67, E(396)^35+E(396)^53, E(396)^13+E(396)^31, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^101+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^59+E(396)^95, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^109, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31, E(396)^5-E(396)^71-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)-E(396)^109, E(396)^59-E(396)^95, E(396)^59-E(396)^95, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^13-E(396)^31, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^61-E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^61+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^37-E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^61-E(396)^115, -1*E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19+E(396)^91, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^43-E(396)^67, -1*E(396)+E(396)^109, E(396)^41-E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19-E(396)^91, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^113, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^9+E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^6-E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^8+E(396)^80, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^27-E(396)^93-E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^57-E(396)^75, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^4+E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^28+E(396)^82, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^50+E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^68+E(396)^86, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^8-E(396)^80, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^8+E(396)^80, E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^10+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^109, -1*E(396)^101-E(396)^119, -1*E(396)^61-E(396)^115, E(396)^35+E(396)^53, E(396)^41-E(396)^113, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^41+E(396)^113, E(396)^61+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^23-E(396)^65-E(396)^89, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^79-E(396)^97, E(396)-E(396)^43-E(396)^67, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^61+E(396)^115, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^35-E(396)^53, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^37-E(396)^73, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^19-E(396)^25-E(396)^85, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^13-E(396)^31, -1*E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^37-E(396)^73, E(396)^59-E(396)^95, E(396)^17+E(396)^71, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^19-E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^79+E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^41+E(396)^113, E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^17-E(396)^71, E(396)^19-E(396)^91, E(396)^43+E(396)^67-E(396)^109, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^19+E(396)^91, E(396)^35+E(396)^53, E(396)^25+E(396)^85-E(396)^91, E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^79-E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^7-E(396)^37+E(396)^103], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27-E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^30+E(396)^102, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^21-E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^45-E(396)^87-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, E(396)^52+E(396)^58-E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^28-E(396)^82, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^70+E(396)^106, E(396)^70+E(396)^106, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, E(396)^46-E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^13+E(396)^31, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79+E(396)^97, E(396)-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^59-E(396)^95, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^19+E(396)^91, E(396)^17+E(396)^71, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^41-E(396)^113, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^37-E(396)^73, E(396)-E(396)^43-E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)^61+E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^43+E(396)^67-E(396)^109, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^59+E(396)^95, E(396)^19-E(396)^91, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101-E(396)^119, E(396)^101+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^109, E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^37+E(396)^73, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^101+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31, E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, E(396)^35+E(396)^53, E(396)^41-E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^19+E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^35-E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^61+E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^23-E(396)^65-E(396)^89], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27-E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, E(396)^24-E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^26-E(396)^62, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^46+E(396)^64, E(396)^70+E(396)^106, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^50-E(396)^104, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^100, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^17-E(396)^71, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^101+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53, -1*E(396)^59+E(396)^95, E(396)^19-E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^101+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^41+E(396)^113, -1*E(396)^101-E(396)^119, -1*E(396)^59+E(396)^95, E(396)^61+E(396)^115, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^17+E(396)^71, E(396)^47+E(396)^107-E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)^43+E(396)^67-E(396)^109, E(396)^17+E(396)^71, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^59-E(396)^95, E(396)-E(396)^109, E(396)^79+E(396)^97, -1*E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^37+E(396)^73, E(396)-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^79-E(396)^97, E(396)^23-E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^61-E(396)^115, E(396)^59-E(396)^95, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^35-E(396)^53, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^37-E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^13+E(396)^31, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^35+E(396)^53, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^17-E(396)^71, E(396)^13+E(396)^31, E(396)^5-E(396)^71-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^61+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^41-E(396)^113, -1*E(396)+E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^37-E(396)^73, -1*E(396)+E(396)^43+E(396)^67], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27+E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, E(396)^30+E(396)^102, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^46+E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^68-E(396)^86, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^39+E(396)^93, E(396)^57+E(396)^75, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^45+E(396)^87+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, E(396)^52+E(396)^58-E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^28-E(396)^82, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^16-E(396)^82+E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^70+E(396)^106, E(396)^70+E(396)^106, E(396)^2-E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, E(396)^46-E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^109, E(396)^47+E(396)^107-E(396)^113, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^13-E(396)^31, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)+E(396)^109, E(396)^5+E(396)^17-E(396)^83, E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^79+E(396)^97, E(396)^19-E(396)^25-E(396)^85, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^59+E(396)^95, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^79-E(396)^97, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^19-E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^37-E(396)^73, E(396)^59-E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^41+E(396)^113, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^43+E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^59-E(396)^95, -1*E(396)^19+E(396)^91, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101+E(396)^119, -1*E(396)^101-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^37-E(396)^73, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^101-E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^43-E(396)^67, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^13+E(396)^31, -1*E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^61+E(396)^115, E(396)^35+E(396)^53, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^19-E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^35+E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^61-E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27+E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, E(396)^24-E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^28-E(396)^82, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^26-E(396)^62, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^8+E(396)^80, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51, E(396)^27-E(396)^93-E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^39-E(396)^93, -1*E(396)^46+E(396)^64, E(396)^70+E(396)^106, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^26-E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^46-E(396)^64, E(396)^38-E(396)^50+E(396)^116, E(396)^26+E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^52+E(396)^58-E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^50-E(396)^104, E(396)^50-E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^10+E(396)^100, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^70+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^38-E(396)^50+E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4-E(396)^40, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^91, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^17+E(396)^71, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^101+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37-E(396)^73, E(396)^35+E(396)^53, E(396)^59-E(396)^95, -1*E(396)^19+E(396)^91, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^101-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^41-E(396)^113, E(396)^101+E(396)^119, E(396)^59-E(396)^95, -1*E(396)^61-E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^43+E(396)^67-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^91, E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^17-E(396)^71, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^17-E(396)^71, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^109, -1*E(396)^79-E(396)^97, E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^37-E(396)^73, -1*E(396)+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^79+E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^61+E(396)^115, -1*E(396)^59+E(396)^95, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^35+E(396)^53, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^37+E(396)^73, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^43-E(396)^67, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^13-E(396)^31, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^35-E(396)^53, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^17+E(396)^71, -1*E(396)^13-E(396)^31, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^61-E(396)^115, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^41+E(396)^113, E(396)-E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^37+E(396)^73, E(396)-E(396)^43-E(396)^67], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^63-E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^57+E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^10-E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^26-E(396)^62, -1*E(396)^68+E(396)^86, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^59-E(396)^95, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^79+E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^35+E(396)^53, E(396)-E(396)^109, E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^43-E(396)^67, E(396)^13+E(396)^31, E(396)^41-E(396)^47-E(396)^107, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^47+E(396)^107-E(396)^113, E(396)^37-E(396)^73, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^101-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^19-E(396)^91, -1*E(396)^37+E(396)^73, E(396)^5+E(396)^17-E(396)^83, E(396)^5+E(396)^17-E(396)^83, E(396)^19-E(396)^91, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^61-E(396)^115, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^61-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^13-E(396)^31, E(396)^17+E(396)^71, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^23-E(396)^65-E(396)^89, E(396)^79+E(396)^97, E(396)^41-E(396)^113, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^35+E(396)^53, E(396)^17+E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^23-E(396)^65-E(396)^89, E(396)^61+E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^13-E(396)^31, E(396)^61+E(396)^115, E(396)-E(396)^109, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^5-E(396)^71-E(396)^83, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^37+E(396)^103, E(396)^37-E(396)^73, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^59-E(396)^95, -1*E(396)+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^41-E(396)^47-E(396)^107, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^17-E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^71-E(396)^83], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^63-E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^24+E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51, -1*E(396)^21-E(396)^111, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^46-E(396)^64, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2+E(396)^20, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^14-E(396)^74-E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^8+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^2-E(396)^20, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^59-E(396)^95, -1*E(396)^17-E(396)^71, E(396)^37-E(396)^73, E(396)^7-E(396)^73+E(396)^103, E(396)^25+E(396)^85-E(396)^91, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^37+E(396)^73, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101-E(396)^119, E(396)^41-E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^17+E(396)^71, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79+E(396)^97, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31, E(396)^59-E(396)^95, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, -1*E(396)^41+E(396)^113, E(396)^79+E(396)^97, E(396)^35+E(396)^53, E(396)^13+E(396)^31, E(396)^47+E(396)^107-E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^41-E(396)^113, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^17-E(396)^83, E(396)^101+E(396)^119, E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^101-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^17+E(396)^71, -1*E(396)^13-E(396)^31, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^91, -1*E(396)^79-E(396)^97, -1*E(396)^17-E(396)^71, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^71-E(396)^83, E(396)^101+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^61+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^109, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^7-E(396)^73+E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61-E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^61+E(396)^115], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^44, -2*E(396)^88, -2*E(396)^154, -2*E(396)^176, 2*E(396)^176, -2*E(396)^44, -2*E(396)^88, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, -2*E(396)^22, -2*E(396)^176, 2*E(396)^110, 2*E(396)^22, 2*E(396)^154, 2*E(396)^44, -2*E(396)^110, 2*E(396)^88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^63+E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^80, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^10+E(396)^100, E(396)^10-E(396)^34-E(396)^76, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^70-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^57-E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39+E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^10-E(396)^34-E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^46+E(396)^64, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^46-E(396)^64, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^16-E(396)^82+E(396)^94, E(396)^14-E(396)^74-E(396)^80, E(396)^8+E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^8-E(396)^80, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^10-E(396)^100, E(396)^38-E(396)^50+E(396)^116, E(396)^50-E(396)^104, E(396)^4+E(396)^40, -1*E(396)^10+E(396)^100, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^26-E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^91, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^79-E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^41-E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^109, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^7-E(396)^37+E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^13-E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^37+E(396)^73, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^101+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^19+E(396)^91, E(396)^37-E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^19+E(396)^91, E(396)^59-E(396)^95, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^61+E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^61+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^37-E(396)^73, E(396)^13+E(396)^31, -1*E(396)^17-E(396)^71, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^79-E(396)^97, -1*E(396)^41+E(396)^113, E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)^17-E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^61-E(396)^115, E(396)^79+E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)^13+E(396)^31, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^43+E(396)^67-E(396)^109, E(396)^35+E(396)^53, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^59+E(396)^95, E(396)-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^7-E(396)^73+E(396)^103, E(396)^17+E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^71+E(396)^83], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^110, -2*E(396)^154, -2*E(396)^22, 2*E(396)^88, 2*E(396)^44, 2*E(396)^176, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^154, 2*E(396)^110, 2*E(396)^44, 2*E(396)^22, -2*E(396)^22, 2*E(396)^154, 2*E(396)^110, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, 2*E(396)^176, 2*E(396)^22, -2*E(396)^88, -2*E(396)^176, -2*E(396)^44, -2*E(396)^154, 2*E(396)^88, -2*E(396)^110, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^63+E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^24+E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^46+E(396)^64, -1*E(396)^26-E(396)^62, E(396)^34+E(396)^76-E(396)^100, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51, E(396)^21+E(396)^111, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^27-E(396)^93-E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^46-E(396)^64, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^2+E(396)^20, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^14-E(396)^74-E(396)^80, E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40, E(396)^8+E(396)^80, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^14-E(396)^74, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, E(396)^28-E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^20, E(396)^2-E(396)^20, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^38-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^59+E(396)^95, E(396)^17+E(396)^71, -1*E(396)^37+E(396)^73, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^37-E(396)^73, E(396)^41-E(396)^47-E(396)^107, E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101+E(396)^119, -1*E(396)^41+E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^17-E(396)^71, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^59-E(396)^95, E(396)^7-E(396)^37+E(396)^103, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^91, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31, -1*E(396)^59+E(396)^95, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, E(396)^41-E(396)^113, -1*E(396)^79-E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)^13-E(396)^31, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^41+E(396)^113, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)-E(396)^43-E(396)^67, E(396)^101+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^17-E(396)^71, E(396)^13+E(396)^31, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^91, E(396)^79+E(396)^97, E(396)^17+E(396)^71, E(396)^61+E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^35+E(396)^53, E(396)-E(396)^109, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^61-E(396)^115, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^109, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^109, E(396)^47+E(396)^107-E(396)^113, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5+E(396)^17-E(396)^83, E(396)^61+E(396)^115, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^61-E(396)^115], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^21+E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^57+E(396)^75, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^45-E(396)^87-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20, E(396)^4+E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^70+E(396)^106, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^10-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^50-E(396)^104, E(396)^38-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^79-E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^37+E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^61-E(396)^115, E(396)-E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^25+E(396)^85-E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^43-E(396)^67, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^59-E(396)^95, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^79-E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35+E(396)^53, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^59+E(396)^95, -1*E(396)^13-E(396)^31, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^13+E(396)^31, E(396)^41-E(396)^47-E(396)^107, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^101-E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^43+E(396)^67-E(396)^109, E(396)^19-E(396)^91, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^35-E(396)^53, E(396)^37-E(396)^73, E(396)^19-E(396)^91, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^13+E(396)^31, -1*E(396)+E(396)^43+E(396)^67, E(396)^41-E(396)^113, E(396)^17+E(396)^71, -1*E(396)^17-E(396)^71, E(396)-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^59-E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^17-E(396)^71, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^61+E(396)^115, -1*E(396)^61-E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^37+E(396)^73, E(396)^5+E(396)^17-E(396)^83, E(396)^17+E(396)^71, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^13-E(396)^31, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^37-E(396)^73, E(396)^19-E(396)^25-E(396)^85, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^81-E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^39+E(396)^93, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^26-E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, E(396)^16-E(396)^82+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^101+E(396)^119, -1*E(396)^41+E(396)^113, -1*E(396)^13-E(396)^31, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^61+E(396)^115, E(396)^13+E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^109, E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^17+E(396)^71, E(396)^41-E(396)^113, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^17-E(396)^71, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^13+E(396)^31, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^109, -1*E(396)^17-E(396)^71, -1*E(396)^35-E(396)^53, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^43+E(396)^67, E(396)^101+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^37-E(396)^73, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^59+E(396)^95, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^59+E(396)^95, E(396)^79+E(396)^97, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^23-E(396)^65-E(396)^89, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^41-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^109, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^37+E(396)^73, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^79+E(396)^97, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^59-E(396)^95, -1*E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^91, E(396)^37-E(396)^73, E(396)^35+E(396)^53, -1*E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^19+E(396)^91], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^28-E(396)^82, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^50+E(396)^104, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^32-E(396)^56-E(396)^98, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^28+E(396)^82, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, E(396)^50-E(396)^104, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20, E(396)^4+E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^70+E(396)^106, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^10-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^8-E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^50-E(396)^104, E(396)^38-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^70-E(396)^106, E(396)^46-E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^32-E(396)^56-E(396)^98, E(396)^79+E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^61+E(396)^115, -1*E(396)+E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^79+E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35-E(396)^53, E(396)^41-E(396)^47-E(396)^107, E(396)^59-E(396)^95, E(396)^13+E(396)^31, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^23-E(396)^65-E(396)^89, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^13-E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^7-E(396)^73+E(396)^103, E(396)^101+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^19+E(396)^91, E(396)^7-E(396)^37+E(396)^103, E(396)^35+E(396)^53, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^91, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^13-E(396)^31, E(396)-E(396)^43-E(396)^67, -1*E(396)^41+E(396)^113, -1*E(396)^17-E(396)^71, E(396)^17+E(396)^71, -1*E(396)+E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^25-E(396)^85, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^17+E(396)^71, E(396)^19-E(396)^91, E(396)-E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^61-E(396)^115, E(396)^61+E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^17-E(396)^83, E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^37-E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^13+E(396)^31, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^113, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47+E(396)^107-E(396)^113], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, -1*E(396)^72-E(396)^-72, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^81+E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^30+E(396)^102, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^48+E(396)^84, E(396)^6-E(396)^60, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^6-E(396)^60, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^8+E(396)^80, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, -1*E(396)^70-E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^50+E(396)^104, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, E(396)^34+E(396)^76-E(396)^100, E(396)^68-E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^15-E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^39-E(396)^93, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^46-E(396)^64, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^26-E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^16-E(396)^82+E(396)^94, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^20, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^46+E(396)^64, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^28+E(396)^82, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^8-E(396)^80, E(396)^26+E(396)^62, E(396)^16-E(396)^82+E(396)^94, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^70+E(396)^106, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^50+E(396)^104, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^101-E(396)^119, E(396)^41-E(396)^113, E(396)^13+E(396)^31, E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^109, -1*E(396)^59+E(396)^95, E(396)^5-E(396)^71-E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^17+E(396)^71, E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^13-E(396)^31, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^109, E(396)^17+E(396)^71, E(396)^35+E(396)^53, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^43-E(396)^67, -1*E(396)^101-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^37+E(396)^73, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^7-E(396)^73+E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^59-E(396)^95, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^19-E(396)^25-E(396)^85, E(396)^59-E(396)^95, -1*E(396)^79-E(396)^97, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^41+E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^109, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^37-E(396)^73, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^79-E(396)^97, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^61+E(396)^115, E(396)^79+E(396)^97, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^59+E(396)^95, E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^91, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53, E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^19-E(396)^91], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^45-E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^15+E(396)^51, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39+E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^50+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^10-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^50+E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^61+E(396)^115, -1*E(396)^13-E(396)^31, E(396)^5+E(396)^17-E(396)^83, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)^19-E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)^37+E(396)^73, E(396)^13+E(396)^31, E(396)^23-E(396)^65-E(396)^89, E(396)^37-E(396)^73, -1*E(396)^61-E(396)^115, E(396)^17+E(396)^71, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^37-E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^41-E(396)^47-E(396)^107, E(396)^61+E(396)^115, -1*E(396)^37+E(396)^73, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^101+E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^43+E(396)^67, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^43-E(396)^67+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)-E(396)^43-E(396)^67, E(396)^17+E(396)^71, E(396)-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^17-E(396)^71, E(396)^79+E(396)^97, -1*E(396)^19+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^19-E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^13+E(396)^31, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^41+E(396)^113, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^13-E(396)^31, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^7-E(396)^37+E(396)^103, E(396)^41-E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)^59-E(396)^95, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^109, -1*E(396)^59+E(396)^95, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^59+E(396)^95, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^109, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^59-E(396)^95, E(396)^41-E(396)^113, -1*E(396)^35-E(396)^53], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^45-E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, -1*E(396)^81-E(396)^-81, -1*E(396)^27-E(396)^-27, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^57+E(396)^75, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^57-E(396)^75, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^21+E(396)^111, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^8+E(396)^80, E(396)^2-E(396)^20, E(396)^26+E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^70-E(396)^106, E(396)^70+E(396)^106, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^61+E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^59+E(396)^95, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^79-E(396)^97, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^17+E(396)^71, E(396)^43+E(396)^67-E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^109, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^71-E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^23-E(396)^65-E(396)^89, E(396)^19-E(396)^91, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^25-E(396)^85, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^79+E(396)^97, E(396)^79+E(396)^97, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^113, E(396)^35+E(396)^53, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^41-E(396)^47-E(396)^107, E(396)^13+E(396)^31, -1*E(396)^37+E(396)^73, E(396)^37-E(396)^73, E(396)^47+E(396)^107-E(396)^113, E(396)-E(396)^43-E(396)^67, -1*E(396)^13-E(396)^31, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^13+E(396)^31, -1*E(396)^101-E(396)^119, -1*E(396)^41+E(396)^113, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^19+E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^37-E(396)^73, -1*E(396)^35-E(396)^53, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)+E(396)^109, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^35-E(396)^53, -1*E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^37+E(396)^73, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^17-E(396)^83, E(396)^7-E(396)^37+E(396)^103, E(396)^61+E(396)^115, E(396)^59-E(396)^95, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)-E(396)^109, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31, E(396)^7-E(396)^73+E(396)^103, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^24-E(396)^42, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^6+E(396)^60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^45+E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^10+E(396)^100, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^8+E(396)^80, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21+E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, E(396)^15-E(396)^51, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^57+E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^70-E(396)^106, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^100, E(396)^52+E(396)^58-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^50+E(396)^116, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^38-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^68-E(396)^86, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^26+E(396)^62, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^8-E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, E(396)^10-E(396)^100, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^28+E(396)^82, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, E(396)^32-E(396)^56-E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, E(396)^16-E(396)^28+E(396)^94, E(396)^4+E(396)^40, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^28+E(396)^82, E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^50+E(396)^104, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^61-E(396)^115, E(396)^13+E(396)^31, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^23-E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^109, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)^37-E(396)^73, -1*E(396)^13-E(396)^31, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^37+E(396)^73, E(396)^61+E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^41-E(396)^113, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^37+E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^61-E(396)^115, E(396)^37-E(396)^73, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^101-E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^43-E(396)^67, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^47-E(396)^107, E(396)^43+E(396)^67-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^101+E(396)^119, E(396)^101+E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^5-E(396)^71-E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^17+E(396)^71, -1*E(396)^79-E(396)^97, E(396)^19-E(396)^91, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19+E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^41-E(396)^113, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^47+E(396)^107-E(396)^113, E(396)^13+E(396)^31, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^7-E(396)^73+E(396)^103, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^41+E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^59+E(396)^95, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53, E(396)-E(396)^109, E(396)^59-E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^59-E(396)^95, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^109, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^61+E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^41+E(396)^113, E(396)^35+E(396)^53], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, E(396)^18+E(396)^-18, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^6+E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^45+E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, E(396)^81+E(396)^-81, E(396)^27+E(396)^-27, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^40, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^26-E(396)^62, E(396)^68-E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^70-E(396)^106, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^4+E(396)^40, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^26+E(396)^62, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^8+E(396)^80, E(396)^2-E(396)^20, E(396)^26+E(396)^62, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^28+E(396)^82, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^4-E(396)^40, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^70-E(396)^106, E(396)^70+E(396)^106, E(396)^28-E(396)^82, -1*E(396)^2+E(396)^20, E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^32-E(396)^56-E(396)^98, E(396)^2-E(396)^20, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, -1*E(396)^8-E(396)^80, -1*E(396)^8-E(396)^80, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^46-E(396)^64, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^50-E(396)^104, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^43-E(396)^67, E(396)^25+E(396)^85-E(396)^91, E(396)^59-E(396)^95, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^79+E(396)^97, -1*E(396)^17-E(396)^71, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^109, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^79+E(396)^97, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^19+E(396)^91, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^79-E(396)^97, -1*E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^61+E(396)^115, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^113, -1*E(396)^35-E(396)^53, E(396)^23-E(396)^65-E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^101+E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^13-E(396)^31, E(396)^37-E(396)^73, -1*E(396)^37+E(396)^73, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)+E(396)^43+E(396)^67, E(396)^13+E(396)^31, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^25-E(396)^85, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^13-E(396)^31, E(396)^101+E(396)^119, E(396)^41-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^19-E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^37+E(396)^73, E(396)^35+E(396)^53, E(396)^47+E(396)^107-E(396)^113, E(396)-E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^35+E(396)^53, E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^61+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^37-E(396)^73, E(396)^17+E(396)^71, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^61-E(396)^115, -1*E(396)^59+E(396)^95, E(396)^7-E(396)^73+E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)+E(396)^109, E(396)^17+E(396)^71, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^9-E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^39-E(396)^93, -1*E(396)^57-E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^21+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^21-E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^50-E(396)^104, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^28-E(396)^82, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^28+E(396)^82, -1*E(396)^28+E(396)^82, -1*E(396)^8-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^80, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)-E(396)^43-E(396)^67, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^101+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^17+E(396)^71, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)^19+E(396)^91, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^101-E(396)^119, E(396)^19-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^101-E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^109, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^17-E(396)^71, E(396)^19-E(396)^91, -1*E(396)+E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^79+E(396)^97, -1*E(396)^35-E(396)^53, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, E(396)-E(396)^43-E(396)^67, -1*E(396)^19+E(396)^91, E(396)^61+E(396)^115, E(396)^35+E(396)^53, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^79+E(396)^97, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^13-E(396)^31, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^37-E(396)^73, -1*E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^61-E(396)^115, E(396)^59-E(396)^95, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^47+E(396)^107-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5+E(396)^17-E(396)^83, E(396)^59-E(396)^95, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^17+E(396)^71, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^37+E(396)^73, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^61-E(396)^115, -1*E(396)^37+E(396)^73, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5-E(396)^17+E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^113, E(396)^23-E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^109, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^41+E(396)^113, E(396)^13+E(396)^31, E(396)^41-E(396)^47-E(396)^107, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^35+E(396)^53, E(396)-E(396)^109, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^59+E(396)^95, E(396)^41-E(396)^113, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^9-E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^6-E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, E(396)^45-E(396)^87-E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^57+E(396)^75, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^8+E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^20, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^59+E(396)^95, -1*E(396)^43-E(396)^67+E(396)^109, E(396)-E(396)^43-E(396)^67, -1*E(396)^79-E(396)^97, E(396)^19-E(396)^25-E(396)^85, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^17-E(396)^71, E(396)^101+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^59-E(396)^95, E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^109, E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^113, E(396)^5-E(396)^71-E(396)^83, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31, -1*E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5-E(396)^71-E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)-E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^5+E(396)^17-E(396)^83, E(396)^61+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)+E(396)^43+E(396)^67, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^101+E(396)^119, -1*E(396)+E(396)^109, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17+E(396)^71, E(396)^61+E(396)^115, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^19+E(396)^91, E(396)^19-E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^79-E(396)^97, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^59-E(396)^95, -1*E(396)^61-E(396)^115, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^59+E(396)^95, E(396)^37-E(396)^73, E(396)^19-E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^41+E(396)^113, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^19+E(396)^91, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^43-E(396)^67, E(396)^41-E(396)^113, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^35+E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37+E(396)^73], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^48+E(396)^84, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^9+E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42, E(396)^30+E(396)^102, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42, E(396)^36-E(396)^96-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^28-E(396)^82, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20, -1*E(396)^46+E(396)^64, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4+E(396)^40, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^10+E(396)^100, E(396)^8+E(396)^80, -1*E(396)^50+E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^39+E(396)^93, E(396)^57+E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^21-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51, E(396)^21+E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^50-E(396)^104, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^28-E(396)^82, E(396)^70+E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^50-E(396)^104, -1*E(396)^46+E(396)^64, E(396)^16-E(396)^28+E(396)^94, E(396)^8+E(396)^14-E(396)^74, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^100, -1*E(396)^2+E(396)^20, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^28+E(396)^82, -1*E(396)^28+E(396)^82, -1*E(396)^8-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^40, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^46-E(396)^64, E(396)^8+E(396)^14-E(396)^74, E(396)^8+E(396)^80, E(396)^10-E(396)^100, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^52+E(396)^58-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^38-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)+E(396)^43+E(396)^67, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^101-E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^17-E(396)^71, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^79+E(396)^97, E(396)^19-E(396)^91, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^101+E(396)^119, -1*E(396)^19+E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^101+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^109, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^17+E(396)^71, -1*E(396)^19+E(396)^91, E(396)-E(396)^109, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, E(396)^35+E(396)^53, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^71-E(396)^83, -1*E(396)+E(396)^43+E(396)^67, E(396)^19-E(396)^91, -1*E(396)^61-E(396)^115, -1*E(396)^35-E(396)^53, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^79-E(396)^97, E(396)^17+E(396)^71, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^13+E(396)^31, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^37+E(396)^73, E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^37+E(396)^73, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^61+E(396)^115, -1*E(396)^59+E(396)^95, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^101-E(396)^119, E(396)^59-E(396)^95, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^17-E(396)^71, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^37-E(396)^73, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^35+E(396)^53, E(396)^61+E(396)^115, E(396)^37-E(396)^73, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^19-E(396)^25-E(396)^85, E(396)^5+E(396)^17-E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^41-E(396)^113, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^109, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^41-E(396)^113, -1*E(396)^13-E(396)^31, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^109, E(396)-E(396)^43-E(396)^67, E(396)^59-E(396)^95, -1*E(396)^41+E(396)^113, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, -1*E(396)^90-E(396)^-90, E(396)^36+E(396)^-36, E(396)^72+E(396)^-72, -1*E(396)^54-E(396)^-54, -1*E(396)^18-E(396)^-18, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, E(396)^90+E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^72+E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^54+E(396)^-54, E(396)^90+E(396)^-90, -1*E(396)^72-E(396)^-72, -1*E(396)^36-E(396)^-36, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^9+E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^6-E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^30+E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^10+E(396)^100, E(396)^34+E(396)^76-E(396)^100, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^26-E(396)^62, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^46+E(396)^64, E(396)^38-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^4+E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^27-E(396)^93-E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^57-E(396)^75, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^8+E(396)^80, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^50+E(396)^104, E(396)^10-E(396)^100, E(396)^46-E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^10+E(396)^100, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^16-E(396)^28+E(396)^94, E(396)^2-E(396)^20, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^68+E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^4+E(396)^40, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^70+E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^26+E(396)^62, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^52+E(396)^58-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^68+E(396)^86, E(396)^8+E(396)^14-E(396)^74, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^20, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^10-E(396)^100, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^23-E(396)^65-E(396)^89, E(396)^59-E(396)^95, E(396)^43+E(396)^67-E(396)^109, -1*E(396)+E(396)^43+E(396)^67, E(396)^79+E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^17+E(396)^71, -1*E(396)^101-E(396)^119, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^59+E(396)^95, -1*E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^109, -1*E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^13-E(396)^31, E(396)^101+E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, E(396)^23-E(396)^65-E(396)^89, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)+E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)-E(396)^43-E(396)^67, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5+E(396)^17-E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^101-E(396)^119, E(396)-E(396)^109, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^61-E(396)^115, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^19-E(396)^91, -1*E(396)^19+E(396)^91, E(396)^17+E(396)^71, E(396)^79+E(396)^97, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^59+E(396)^95, E(396)^61+E(396)^115, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^59-E(396)^95, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^41-E(396)^113, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^43-E(396)^67, E(396)^37-E(396)^73, E(396)^35+E(396)^53, E(396)^25+E(396)^85-E(396)^91, E(396)^19-E(396)^91, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^41+E(396)^113, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^35-E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37-E(396)^73], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27-E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^30+E(396)^102, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^39+E(396)^93, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^21-E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^45-E(396)^87-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^21+E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^28-E(396)^82, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^26-E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^43+E(396)^67-E(396)^109, E(396)^41-E(396)^113, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)^41+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^79-E(396)^97, -1*E(396)^37+E(396)^73, -1*E(396)^61-E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^19-E(396)^25-E(396)^85, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^71-E(396)^83, E(396)^59-E(396)^95, E(396)^13+E(396)^31, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^113, E(396)^23-E(396)^65-E(396)^89, E(396)^19-E(396)^91, E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^19-E(396)^91, E(396)^5+E(396)^17-E(396)^83, E(396)^61+E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^7-E(396)^37+E(396)^103, E(396)^17+E(396)^71, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^113, E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)+E(396)^109, -1*E(396)^61-E(396)^115, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)^37-E(396)^73, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35+E(396)^53, -1*E(396)^35-E(396)^53, -1*E(396)^37+E(396)^73, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^59-E(396)^95, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^43-E(396)^67, E(396)^7-E(396)^73+E(396)^103, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53, E(396)-E(396)^109, E(396)^37-E(396)^73, -1*E(396)^17-E(396)^71, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^109, E(396)^13+E(396)^31, E(396)^79+E(396)^97, -1*E(396)^79-E(396)^97, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^35+E(396)^53, -1*E(396)^19+E(396)^91, E(396)^25+E(396)^85-E(396)^91, E(396)^101+E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^13-E(396)^31, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^43+E(396)^67, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^19+E(396)^91, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^27-E(396)^-27, -1*E(396)^27-E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^81+E(396)^-81, E(396)^45+E(396)^-45, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^9+E(396)^-9, -1*E(396)^63-E(396)^-63, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, E(396)^24-E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^57+E(396)^75, -1*E(396)^21-E(396)^111, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^39+E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^39-E(396)^93, E(396)^21+E(396)^111, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^45-E(396)^87-E(396)^111, E(396)^39+E(396)^93, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^26+E(396)^62, E(396)^26+E(396)^62, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^14-E(396)^74-E(396)^80, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^70+E(396)^106, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^61-E(396)^115, E(396)^79+E(396)^97, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^17-E(396)^71, E(396)^37-E(396)^73, E(396)^5+E(396)^17-E(396)^83, E(396)^101+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^35+E(396)^53, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^61+E(396)^115, -1*E(396)^35-E(396)^53, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^91, E(396)^61+E(396)^115, E(396)^7-E(396)^73+E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^101-E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^35-E(396)^53, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^47-E(396)^107, E(396)^35+E(396)^53, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^37+E(396)^73, E(396)^59-E(396)^95, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^41+E(396)^113, E(396)-E(396)^43-E(396)^67, E(396)-E(396)^43-E(396)^67, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)^79+E(396)^97, -1*E(396)^59+E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^19-E(396)^91, E(396)^17+E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^61-E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^59-E(396)^95, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^37-E(396)^73, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^101-E(396)^119, E(396)^101+E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^59+E(396)^95, -1*E(396)^13-E(396)^31, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^109, -1*E(396)^17-E(396)^71, E(396)^13+E(396)^31, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^41-E(396)^113, -1*E(396)^79-E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^13+E(396)^31, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^79-E(396)^97, E(396)^17+E(396)^71, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^13-E(396)^31, -1*E(396)^7+E(396)^73-E(396)^103, E(396)-E(396)^109], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^18-E(396)^84-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42, -1*E(396)^30-E(396)^102, E(396)^48+E(396)^84, -1*E(396)^36+E(396)^96+E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27+E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, E(396)^30+E(396)^102, E(396)^30+E(396)^102, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^6+E(396)^60, E(396)^24-E(396)^42-E(396)^90+E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^70-E(396)^106, -1*E(396)^10+E(396)^100, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^28+E(396)^94, E(396)^68-E(396)^86, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^28-E(396)^82, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^26-E(396)^62, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^39-E(396)^93, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^39+E(396)^93, E(396)^57+E(396)^75, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^15-E(396)^51, E(396)^21+E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^21-E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^45+E(396)^87+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^68-E(396)^86, E(396)^26+E(396)^62, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^46-E(396)^64, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^46+E(396)^64, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^46-E(396)^64, E(396)^70+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^10-E(396)^100, -1*E(396)^4-E(396)^40, E(396)^70+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^80, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^28-E(396)^82, -1*E(396)^70-E(396)^106, -1*E(396)^68+E(396)^86, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^40, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^10+E(396)^100, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^14-E(396)^74-E(396)^80, -1*E(396)^2+E(396)^20, E(396)^2-E(396)^20, E(396)^8+E(396)^80, E(396)^10-E(396)^34-E(396)^76, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^50+E(396)^104, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^32-E(396)^56-E(396)^98, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^26+E(396)^62, E(396)^50-E(396)^104, E(396)^34+E(396)^76-E(396)^100, E(396)^10-E(396)^100, -1*E(396)^28+E(396)^82, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^8+E(396)^14-E(396)^74, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^8-E(396)^80, E(396)^50-E(396)^104, -1*E(396)^26-E(396)^62, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^41+E(396)^113, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^71-E(396)^83, E(396)^101+E(396)^119, E(396)^41-E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^79+E(396)^97, E(396)^37-E(396)^73, E(396)^61+E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^59+E(396)^95, -1*E(396)^13-E(396)^31, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^19+E(396)^91, -1*E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^19+E(396)^91, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61-E(396)^115, E(396)^17+E(396)^71, E(396)-E(396)^43-E(396)^67, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^17-E(396)^71, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5+E(396)^17-E(396)^83, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^113, -1*E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^25+E(396)^85-E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^23-E(396)^65-E(396)^89, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)-E(396)^109, E(396)^61+E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^109, E(396)^47+E(396)^107-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^37+E(396)^73, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^35-E(396)^53, E(396)^35+E(396)^53, E(396)^37-E(396)^73, E(396)^5-E(396)^71-E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53, -1*E(396)+E(396)^109, -1*E(396)^37+E(396)^73, E(396)^17+E(396)^71, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^109, -1*E(396)^13-E(396)^31, -1*E(396)^79-E(396)^97, E(396)^79+E(396)^97, E(396)^59-E(396)^95, E(396)^7-E(396)^73+E(396)^103, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^35-E(396)^53, E(396)^19-E(396)^91, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^101-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^13+E(396)^31, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^43-E(396)^67, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^19-E(396)^91, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^59-E(396)^95, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^72+E(396)^-72, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^54-E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, -1*E(396)^72-E(396)^-72, E(396)^54+E(396)^-54, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^54+E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, E(396)^90+E(396)^-90, -1*E(396)^6+E(396)^60, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^36+E(396)^96+E(396)^102, E(396)^18-E(396)^84-E(396)^114, -1*E(396)^30-E(396)^102, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^27+E(396)^-27, E(396)^27+E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^81-E(396)^-81, -1*E(396)^45-E(396)^-45, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^9-E(396)^-9, E(396)^63+E(396)^-63, E(396)^36-E(396)^96-E(396)^102, E(396)^36-E(396)^96-E(396)^102, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^24+E(396)^42, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^24+E(396)^42, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^48+E(396)^84, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^6-E(396)^60, E(396)^24-E(396)^42, E(396)^6-E(396)^60, -1*E(396)^18+E(396)^84+E(396)^114, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, -1*E(396)^70-E(396)^106, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^20, E(396)^28-E(396)^82, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^100, E(396)^14-E(396)^74-E(396)^80, E(396)^16-E(396)^28+E(396)^94, E(396)^38-E(396)^104+E(396)^116, E(396)^68-E(396)^86, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^10-E(396)^34-E(396)^76, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^40, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51, E(396)^27-E(396)^93-E(396)^105, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^57-E(396)^75, E(396)^21+E(396)^111, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^39-E(396)^93, E(396)^27-E(396)^93-E(396)^105, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, E(396)^39+E(396)^93, -1*E(396)^21-E(396)^111, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^39-E(396)^93, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^70+E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^4-E(396)^40, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^26-E(396)^62, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^2+E(396)^20, -1*E(396)^4-E(396)^40, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^46-E(396)^64, -1*E(396)^34-E(396)^76+E(396)^100, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^8+E(396)^80, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^10+E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^32+E(396)^56+E(396)^98, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4+E(396)^40, -1*E(396)^70-E(396)^106, E(396)^38-E(396)^50+E(396)^116, E(396)^38-E(396)^50+E(396)^116, E(396)^32-E(396)^56-E(396)^98, E(396)^28-E(396)^82, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, E(396)^34+E(396)^76-E(396)^100, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^26+E(396)^62, E(396)^26+E(396)^62, E(396)^46-E(396)^64, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^10-E(396)^100, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^16-E(396)^82+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^46+E(396)^64, -1*E(396)^8-E(396)^80, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^28+E(396)^82, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, E(396)^50-E(396)^104, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^100, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^14-E(396)^74-E(396)^80, E(396)^68-E(396)^86, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^20, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^70+E(396)^106, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^19-E(396)^25-E(396)^85, E(396)^61+E(396)^115, -1*E(396)^79-E(396)^97, E(396)^25+E(396)^85-E(396)^91, E(396)^17+E(396)^71, -1*E(396)^37+E(396)^73, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^101-E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^61-E(396)^115, E(396)^35+E(396)^53, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^91, -1*E(396)^61-E(396)^115, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^101+E(396)^119, E(396)^37-E(396)^73, E(396)^35+E(396)^53, -1*E(396)^47-E(396)^107+E(396)^113, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^35-E(396)^53, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^19-E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^113, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^37-E(396)^73, -1*E(396)^59+E(396)^95, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^5+E(396)^17-E(396)^83, E(396)^41-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)+E(396)^43+E(396)^67, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^79-E(396)^97, E(396)^59-E(396)^95, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^19+E(396)^91, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^19-E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^41-E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^61+E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^43+E(396)^67-E(396)^109, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^59+E(396)^95, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^37+E(396)^73, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^109, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^101+E(396)^119, -1*E(396)^101-E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^59-E(396)^95, E(396)^13+E(396)^31, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^109, E(396)^17+E(396)^71, -1*E(396)^13-E(396)^31, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^41+E(396)^113, E(396)^79+E(396)^97, E(396)^19-E(396)^25-E(396)^85, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^13-E(396)^31, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^79+E(396)^97, -1*E(396)^17-E(396)^71, -1*E(396)^23+E(396)^65+E(396)^89, E(396)-E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^13+E(396)^31, E(396)^7-E(396)^73+E(396)^103, -1*E(396)+E(396)^109], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^63-E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^57+E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, -1*E(396)^15+E(396)^51, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^15-E(396)^51, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^10+E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^46-E(396)^64, E(396)^46-E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^59+E(396)^95, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^59-E(396)^95, -1*E(396)^19+E(396)^91, -1*E(396)^35-E(396)^53, E(396)^25+E(396)^85-E(396)^91, -1*E(396)+E(396)^43+E(396)^67, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^109, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^41-E(396)^47-E(396)^107, E(396)-E(396)^109, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^79-E(396)^97, E(396)^59-E(396)^95, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^37+E(396)^73, E(396)-E(396)^43-E(396)^67, E(396)^35+E(396)^53, E(396)-E(396)^109, -1*E(396)^37+E(396)^73, E(396)^41-E(396)^113, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^61+E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^109, -1*E(396)^79-E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^71-E(396)^83, -1*E(396)^41+E(396)^113, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^41+E(396)^113, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^59+E(396)^95, -1*E(396)^19+E(396)^25+E(396)^85, E(396)^35+E(396)^53, -1*E(396)^13-E(396)^31, E(396)^101+E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^13+E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^19-E(396)^25-E(396)^85, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^19-E(396)^91, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^79+E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^101-E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^61-E(396)^115, -1*E(396)^13-E(396)^31, E(396)^41-E(396)^113, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^79+E(396)^97, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, E(396)-E(396)^43-E(396)^67, -1*E(396)+E(396)^43+E(396)^67, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^17+E(396)^71, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^37-E(396)^73, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^23-E(396)^65-E(396)^89, E(396)^19-E(396)^91, E(396)^61+E(396)^115, -1*E(396)^17-E(396)^71, E(396)^47+E(396)^107-E(396)^113, E(396)^37-E(396)^73, E(396)^7-E(396)^37+E(396)^103, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^17+E(396)^71], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1*E(396)^63-E(396)^-63, -1*E(396)^63-E(396)^-63, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^27-E(396)^-27, E(396)^45+E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^27+E(396)^-27, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^81-E(396)^-81, E(396)^63+E(396)^-63, E(396)^9+E(396)^-9, -1*E(396)^45-E(396)^-45, E(396)^81+E(396)^-81, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^24+E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^15-E(396)^51, -1*E(396)^21-E(396)^111, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^15-E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^27+E(396)^93+E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^27-E(396)^93-E(396)^105, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^34+E(396)^76-E(396)^100, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, -1*E(396)^70-E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^100, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^7+E(396)^37-E(396)^103, E(396)^19-E(396)^25-E(396)^85, E(396)-E(396)^43-E(396)^67, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^41-E(396)^113, E(396)^23-E(396)^65-E(396)^89, E(396)^35+E(396)^53, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^37+E(396)^73, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101+E(396)^119, E(396)^7-E(396)^73+E(396)^103, E(396)^61+E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^25+E(396)^85-E(396)^91, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^19+E(396)^91, E(396)^5-E(396)^71-E(396)^83, E(396)^79+E(396)^97, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^101+E(396)^119, E(396)^19-E(396)^91, E(396)^37-E(396)^73, E(396)^61+E(396)^115, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^59+E(396)^95, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^41-E(396)^47-E(396)^107, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^79-E(396)^97, -1*E(396)^41+E(396)^113, E(396)^59-E(396)^95, -1*E(396)^61-E(396)^115, -1*E(396)^61-E(396)^115, -1*E(396)^41+E(396)^113, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^43-E(396)^67, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^37+E(396)^73, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^17-E(396)^71, E(396)^37-E(396)^73, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53, -1*E(396)^79-E(396)^97, E(396)^59-E(396)^95, -1*E(396)^101-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)+E(396)^109, E(396)-E(396)^109, E(396)^35+E(396)^53, E(396)^19-E(396)^25-E(396)^85, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^79+E(396)^97, -1*E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5+E(396)^17-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)-E(396)^109, E(396)^17+E(396)^71, -1*E(396)^35-E(396)^53, -1*E(396)^19+E(396)^91, -1*E(396)^101-E(396)^119, E(396)^17+E(396)^71, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^23-E(396)^65-E(396)^89, E(396)^13+E(396)^31, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^7-E(396)^37+E(396)^103, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)+E(396)^109, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^59+E(396)^95, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^41-E(396)^113, -1*E(396)+E(396)^43+E(396)^67, E(396)^47+E(396)^107-E(396)^113, E(396)^5-E(396)^71-E(396)^83, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^19-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^43+E(396)^67-E(396)^109, E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115], [2, 2, -2, -2, 0, 0, -2*E(396)^66, 2*E(396)^132, 0, 0, 0, 0, 2*E(396)^66, -2*E(396)^66, 2*E(396)^66, -2*E(396)^132, -2*E(396)^132, 2*E(396)^132, 0, 0, 0, 0, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, -2*E(396)^176, 2*E(396)^154, -2*E(396)^22, 2*E(396)^110, -2*E(396)^110, -2*E(396)^176, 2*E(396)^154, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^88, 2*E(396)^110, -2*E(396)^44, -2*E(396)^88, 2*E(396)^22, 2*E(396)^176, 2*E(396)^44, -2*E(396)^154, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^30-E(396)^102, E(396)^24-E(396)^42, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, E(396)^18-E(396)^84-E(396)^114, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^63+E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^48-E(396)^84, -1*E(396)^48-E(396)^84, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^6+E(396)^60, E(396)^18-E(396)^84-E(396)^114, E(396)^6-E(396)^60, E(396)^6-E(396)^60, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^36+E(396)^96+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^30-E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^48+E(396)^84, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^24-E(396)^42, E(396)^24-E(396)^42-E(396)^90+E(396)^108, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1*E(396)^26-E(396)^62, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^2+E(396)^20, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^28-E(396)^82, -1*E(396)^8-E(396)^14+E(396)^74, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^8+E(396)^80, -1*E(396)^46+E(396)^64, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^10+E(396)^100, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, -1*E(396)^57-E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, E(396)^15-E(396)^51, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^45-E(396)^87-E(396)^111, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^15+E(396)^51, E(396)^27-E(396)^93-E(396)^105, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^39+E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, -1*E(396)^27+E(396)^93+E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, E(396)^21+E(396)^111, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^50-E(396)^104, E(396)^2-E(396)^20, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^10-E(396)^100, -1*E(396)^68+E(396)^86, -1*E(396)^10+E(396)^100, -1*E(396)^46+E(396)^64, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^10-E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^28+E(396)^82, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^70+E(396)^106, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^26+E(396)^62, -1*E(396)^8-E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^68+E(396)^86, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^14-E(396)^74-E(396)^80, E(396)^70+E(396)^106, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^28-E(396)^82, E(396)^38-E(396)^104+E(396)^116, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^32-E(396)^56-E(396)^98, -1*E(396)^26-E(396)^62, E(396)^16-E(396)^28+E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^8+E(396)^80, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^50+E(396)^104, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^16-E(396)^82+E(396)^94, E(396)^46-E(396)^64, E(396)^46-E(396)^64, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4+E(396)^40, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^16+E(396)^82-E(396)^94, -1*E(396)^28+E(396)^82, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^40, -1*E(396)^8-E(396)^80, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^16-E(396)^82+E(396)^94, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^38+E(396)^104-E(396)^116, E(396)^38-E(396)^50+E(396)^116, -1*E(396)^70-E(396)^106, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^10+E(396)^34+E(396)^76, E(396)^26+E(396)^62, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^2-E(396)^20, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^59-E(396)^95, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, E(396)^41-E(396)^47-E(396)^107, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^59+E(396)^95, E(396)^19-E(396)^91, E(396)^35+E(396)^53, -1*E(396)^25-E(396)^85+E(396)^91, E(396)-E(396)^43-E(396)^67, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^109, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^43+E(396)^67-E(396)^109, E(396)^79+E(396)^97, -1*E(396)^59+E(396)^95, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^37-E(396)^73, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^35-E(396)^53, -1*E(396)+E(396)^109, E(396)^37-E(396)^73, -1*E(396)^41+E(396)^113, E(396)^19-E(396)^25-E(396)^85, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^61-E(396)^115, E(396)^101+E(396)^119, E(396)^7-E(396)^37+E(396)^103, E(396)-E(396)^109, E(396)^79+E(396)^97, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^71+E(396)^83, E(396)^41-E(396)^113, E(396)^7-E(396)^73+E(396)^103, E(396)^41-E(396)^113, -1*E(396)^43-E(396)^67+E(396)^109, E(396)^59-E(396)^95, E(396)^19-E(396)^25-E(396)^85, -1*E(396)^35-E(396)^53, E(396)^13+E(396)^31, -1*E(396)^101-E(396)^119, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^5-E(396)^71-E(396)^83, E(396)^5-E(396)^71-E(396)^83, E(396)^25+E(396)^85-E(396)^91, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^13-E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^61+E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^79-E(396)^97, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^101+E(396)^119, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^61+E(396)^115, E(396)^13+E(396)^31, -1*E(396)^41+E(396)^113, E(396)^35+E(396)^53, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^17+E(396)^71, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^13+E(396)^31-E(396)^79-E(396)^97, E(396)^47+E(396)^107-E(396)^113, -1*E(396)^79-E(396)^97, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^43+E(396)^67-E(396)^109, -1*E(396)+E(396)^43+E(396)^67, E(396)-E(396)^43-E(396)^67, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^13-E(396)^31, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^17-E(396)^71, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^37+E(396)^73, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^23+E(396)^65+E(396)^89, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^19+E(396)^91, -1*E(396)^61-E(396)^115, E(396)^17+E(396)^71, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^37+E(396)^73, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^17-E(396)^71], [2, 2, -2, -2, 0, 0, 2*E(396)^132, -2*E(396)^66, 0, 0, 0, 0, -2*E(396)^132, 2*E(396)^132, -2*E(396)^132, 2*E(396)^66, 2*E(396)^66, -2*E(396)^66, 0, 0, 0, 0, 2*E(396)^44, -2*E(396)^22, 2*E(396)^88, -2*E(396)^154, 2*E(396)^176, -2*E(396)^110, E(396)^36+E(396)^-36, -1*E(396)^54-E(396)^-54, -1*E(396)^90-E(396)^-90, -1*E(396)^18-E(396)^-18, E(396)^72+E(396)^-72, 0, 0, 0, 0, 0, 0, 0, 0, 2*E(396)^22, -2*E(396)^44, 2*E(396)^176, -2*E(396)^88, 2*E(396)^88, 2*E(396)^22, -2*E(396)^44, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^110, -2*E(396)^88, 2*E(396)^154, 2*E(396)^110, -2*E(396)^176, -2*E(396)^22, -2*E(396)^154, 2*E(396)^44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^72+E(396)^-72, -1*E(396)^18-E(396)^-18, -1*E(396)^54-E(396)^-54, -1*E(396)^36-E(396)^-36, -1*E(396)^72-E(396)^-72, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, E(396)^36+E(396)^-36, -1*E(396)^90-E(396)^-90, E(396)^18+E(396)^-18, -1*E(396)^72-E(396)^-72, E(396)^18+E(396)^-18, -1*E(396)^36-E(396)^-36, E(396)^90+E(396)^-90, E(396)^54+E(396)^-54, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, -1*E(396)^6+E(396)^60, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, E(396)^24-E(396)^42, E(396)^48+E(396)^84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, E(396)^63+E(396)^-63, E(396)^63+E(396)^-63, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, -1*E(396)^9-E(396)^-9, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^27+E(396)^-27, -1*E(396)^45-E(396)^-45, E(396)^9+E(396)^-9, -1*E(396)^27-E(396)^-27, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, E(396)^81+E(396)^-81, -1*E(396)^63-E(396)^-63, -1*E(396)^9-E(396)^-9, E(396)^45+E(396)^-45, -1*E(396)^81-E(396)^-81, -1*E(396)^18+E(396)^84+E(396)^114, -1*E(396)^18+E(396)^84+E(396)^114, E(396)^24-E(396)^42, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, 1+E(396)^6-E(396)^12-E(396)^18+E(396)^30+E(396)^36-E(396)^48-E(396)^54-E(396)^60+E(396)^78-E(396)^90-E(396)^96+E(396)^108+E(396)^114, E(396)^48+E(396)^84, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18-E(396)^30-E(396)^36+E(396)^48+E(396)^54+E(396)^60-E(396)^78+E(396)^90+E(396)^96-E(396)^108-E(396)^114, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, -1*E(396)^30-E(396)^102, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^6-E(396)^60, -1*E(396)^36+E(396)^96+E(396)^102, -1*E(396)^6+E(396)^60, -1-E(396)^6+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^60+E(396)^66-E(396)^84+E(396)^96+E(396)^102-E(396)^114, E(396)^18-E(396)^84-E(396)^114, -1-E(396)^6+E(396)^12+E(396)^18+E(396)^24-E(396)^36-E(396)^42+E(396)^54+E(396)^60+E(396)^66-E(396)^78-E(396)^84+E(396)^96+E(396)^102-E(396)^114, -1*E(396)^24+E(396)^42+E(396)^90-E(396)^108, -1*E(396)^24+E(396)^42, E(396)^30+E(396)^102, E(396)^24-E(396)^42-E(396)^90+E(396)^108, -1*E(396)^48-E(396)^84, E(396)^30+E(396)^102, 1+E(396)^6-E(396)^12-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^54-E(396)^60-E(396)^66+E(396)^78+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, 1+E(396)^6-E(396)^18-E(396)^24+E(396)^36+E(396)^42-E(396)^60-E(396)^66+E(396)^84-E(396)^96-E(396)^102+E(396)^114, E(396)^36-E(396)^96-E(396)^102, -1*E(396)^24+E(396)^42, E(396)^6-E(396)^60, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, E(396)^4+E(396)^40, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2+E(396)^20, E(396)^38-E(396)^104+E(396)^116, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^14-E(396)^74-E(396)^80, E(396)^34+E(396)^76-E(396)^100, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, E(396)^2-E(396)^20-E(396)^68+E(396)^86, -1*E(396)^70-E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^28-E(396)^82, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, E(396)^8+E(396)^80, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, -1*E(396)^50+E(396)^104, -1*E(396)^46+E(396)^64, -1*E(396)^38+E(396)^50-E(396)^116, E(396)^16-E(396)^28+E(396)^94, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^68-E(396)^86, -1*E(396)^26-E(396)^62, -1*E(396)^10+E(396)^100, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^10-E(396)^34-E(396)^76, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, E(396)^21+E(396)^111, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^45+E(396)^87+E(396)^111, -1*E(396)^57-E(396)^75, E(396)^3+2*E(396)^9-E(396)^21-E(396)^27+E(396)^39+E(396)^45-E(396)^57-E(396)^63-E(396)^69-E(396)^75+E(396)^81+E(396)^87-E(396)^99-E(396)^105+E(396)^117, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^21-E(396)^111, -1*E(396)^3-2*E(396)^9+E(396)^21+E(396)^27-E(396)^39-E(396)^45+E(396)^57+E(396)^63+E(396)^69+E(396)^75-E(396)^81-E(396)^87+E(396)^99+E(396)^105-E(396)^117, E(396)^57+E(396)^75, -1*E(396)^15+E(396)^51, E(396)^21+E(396)^111, E(396)^39+E(396)^93, -1*E(396)^15+E(396)^51+E(396)^81-E(396)^117, -1*E(396)^15+E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, E(396)^39+E(396)^93, E(396)^27-E(396)^93-E(396)^105, E(396)^15-E(396)^51, E(396)^15-E(396)^51-E(396)^81+E(396)^117, -1*E(396)^57-E(396)^75, E(396)^27-E(396)^93-E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57+E(396)^63-E(396)^69-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -1*E(396)^39-E(396)^93, E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57-E(396)^63+E(396)^69+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^39-E(396)^93, E(396)^15-E(396)^51, E(396)^45-E(396)^87-E(396)^111, -1*E(396)^21-E(396)^111, E(396)^45-E(396)^87-E(396)^111, E(396)^57+E(396)^75, 2*E(396)^3-E(396)^15-E(396)^21+E(396)^33+E(396)^39-E(396)^51-E(396)^57+E(396)^75+E(396)^81-E(396)^93-E(396)^99+E(396)^111+E(396)^117, -1*E(396)^27+E(396)^93+E(396)^105, -2*E(396)^3+E(396)^15+E(396)^21-E(396)^33-E(396)^39+E(396)^51+E(396)^57-E(396)^75-E(396)^81+E(396)^93+E(396)^99-E(396)^111-E(396)^117, E(396)^34+E(396)^76-E(396)^100, E(396)^46-E(396)^64, E(396)^16-E(396)^82+E(396)^94, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^16-E(396)^28+E(396)^94, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^38-E(396)^44+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^104-E(396)^116, E(396)^2-E(396)^20-E(396)^68+E(396)^86, E(396)^38-E(396)^50+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^38+E(396)^44-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^104+E(396)^116, E(396)^2-E(396)^20, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^68+E(396)^86, E(396)^2-E(396)^20, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^68-E(396)^86, E(396)^4+E(396)^40-E(396)^70-E(396)^106, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, -1*E(396)^4-E(396)^40, -1*E(396)^32+E(396)^56+E(396)^98, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40-E(396)^52-E(396)^58+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, E(396)^8+E(396)^80, -1*E(396)^2+E(396)^20, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^8-E(396)^80, -1*E(396)^68+E(396)^86, E(396)^10-E(396)^100, E(396)^16-E(396)^82+E(396)^94, E(396)^70+E(396)^106, -1*E(396)^26-E(396)^62, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106-E(396)^118, -1*E(396)^2+E(396)^14+E(396)^20-E(396)^32-E(396)^38+E(396)^50+E(396)^56-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, E(396)^70+E(396)^106, -1*E(396)^8-E(396)^14+E(396)^74, E(396)^38-E(396)^104+E(396)^116, E(396)^28-E(396)^82, -1*E(396)^70-E(396)^106, E(396)^10-E(396)^34-E(396)^76, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4-E(396)^40+E(396)^70+E(396)^106, -1*E(396)^38+E(396)^50-E(396)^116, -1*E(396)^10+E(396)^34+E(396)^76, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40+E(396)^52+E(396)^58-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^4-E(396)^16-E(396)^22+E(396)^34+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64+E(396)^76+E(396)^82-E(396)^94-E(396)^100+E(396)^118, -1*E(396)^14+E(396)^74+E(396)^80, -1*E(396)^14+E(396)^74+E(396)^80, E(396)^38-E(396)^50+E(396)^116, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106, -1*E(396)^52-E(396)^58+E(396)^118, E(396)^8+E(396)^14-E(396)^74, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^16+E(396)^82-E(396)^94, E(396)^32-E(396)^56-E(396)^98, E(396)^50-E(396)^104, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, -1*E(396)^2+E(396)^20+E(396)^68-E(396)^86, E(396)^10-E(396)^100, -1*E(396)^2+E(396)^14+E(396)^20+E(396)^26-E(396)^32-E(396)^38+E(396)^50+E(396)^56+E(396)^62-E(396)^74-E(396)^80+E(396)^98-E(396)^110-E(396)^116, -1*E(396)^16+E(396)^28-E(396)^94, -1*E(396)^28+E(396)^82, E(396)^46-E(396)^64, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^50+E(396)^104, -1*E(396)^38+E(396)^104-E(396)^116, -1*E(396)^8-E(396)^80, -1*E(396)^34-E(396)^76+E(396)^100, -1*E(396)^10+E(396)^100, E(396)^26+E(396)^62, E(396)^2-E(396)^14-E(396)^20-E(396)^26+E(396)^32+E(396)^38-E(396)^50-E(396)^56-E(396)^62+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, -1*E(396)^4-E(396)^10+E(396)^22+E(396)^28-E(396)^40-E(396)^46+E(396)^64+E(396)^70-E(396)^82-E(396)^88+E(396)^100+E(396)^106, -1*E(396)^4-E(396)^40, E(396)^4+E(396)^10-E(396)^22-E(396)^28+E(396)^40+E(396)^46-E(396)^52-E(396)^58-E(396)^64-E(396)^70+E(396)^82+E(396)^88-E(396)^100-E(396)^106+E(396)^118, E(396)^50-E(396)^104, E(396)^8+E(396)^14-E(396)^74, -1*E(396)^2-E(396)^8+E(396)^20+E(396)^26-E(396)^32-E(396)^38-E(396)^44+E(396)^56+E(396)^62+E(396)^68-E(396)^80-E(396)^86+E(396)^98+E(396)^104-E(396)^116, -1*E(396)^28+E(396)^82, -1*E(396)^16+E(396)^28-E(396)^94, E(396)^2-E(396)^14-E(396)^20+E(396)^32+E(396)^38-E(396)^50-E(396)^56+E(396)^74+E(396)^80-E(396)^98+E(396)^110+E(396)^116, E(396)^2+E(396)^8-E(396)^20-E(396)^26+E(396)^32+E(396)^38+E(396)^44-E(396)^56-E(396)^62-E(396)^68+E(396)^80+E(396)^86-E(396)^98-E(396)^104+E(396)^116, E(396)^14-E(396)^74-E(396)^80, E(396)^26+E(396)^62, E(396)^32-E(396)^56-E(396)^98, E(396)^4+E(396)^40-E(396)^70-E(396)^106, E(396)^52+E(396)^58-E(396)^118, -1*E(396)^46+E(396)^64, E(396)^4+E(396)^40, -1*E(396)^4+E(396)^16+E(396)^22-E(396)^34-E(396)^40-E(396)^46+E(396)^52+E(396)^58+E(396)^64-E(396)^76-E(396)^82+E(396)^94+E(396)^100-E(396)^118, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^17+E(396)^83, E(396)^7-E(396)^73+E(396)^103, E(396)^7-E(396)^37+E(396)^103, -1*E(396)^19+E(396)^25+E(396)^85, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^7+E(396)^73-E(396)^103, E(396)^47+E(396)^107-E(396)^113, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^41+E(396)^113, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^35-E(396)^53, E(396)^41-E(396)^47-E(396)^107, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^5+E(396)^17-E(396)^83, E(396)^19-E(396)^25-E(396)^85, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)^37-E(396)^73, E(396)^19-E(396)^25-E(396)^85, E(396)^13+E(396)^31, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^7+E(396)^73-E(396)^103, -1*E(396)^61-E(396)^115, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^5-E(396)^17-E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59-E(396)^65+E(396)^77+E(396)^83-E(396)^89-E(396)^95-E(396)^101+E(396)^113+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^59+E(396)^65+E(396)^71-E(396)^83-E(396)^89-E(396)^95+E(396)^101+E(396)^107-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, -1*E(396)^41+E(396)^47+E(396)^107, E(396)^19-E(396)^91, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)^79-E(396)^97, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^65-E(396)^71+E(396)^83+E(396)^89-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5+E(396)^17+E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59+E(396)^65-E(396)^77-E(396)^83+E(396)^89+E(396)^95+E(396)^101-E(396)^113-E(396)^119, -1*E(396)^101-E(396)^119, -1*E(396)^19+E(396)^91, -1*E(396)^37+E(396)^73, -1*E(396)^61-E(396)^115, E(396)^25+E(396)^85-E(396)^91, E(396)^59-E(396)^95, E(396)^25+E(396)^85-E(396)^91, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^7-E(396)^73+E(396)^103, -1*E(396)^41+E(396)^47+E(396)^107, -1*E(396)^13-E(396)^31+E(396)^79+E(396)^97, E(396)^35+E(396)^53-E(396)^101-E(396)^119, E(396)^79+E(396)^97, E(396)^41-E(396)^113, -1*E(396)^59+E(396)^95, E(396)^61+E(396)^115, E(396)^61+E(396)^115, E(396)^41-E(396)^113, -1*E(396)^7+E(396)^37-E(396)^103, -1*E(396)+E(396)^43+E(396)^67, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, E(396)^17+E(396)^71, E(396)^41-E(396)^47-E(396)^107, E(396)^37-E(396)^73, -1*E(396)^47-E(396)^107+E(396)^113, E(396)^17+E(396)^71, -1*E(396)^37+E(396)^73, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53, E(396)^79+E(396)^97, -1*E(396)^59+E(396)^95, E(396)^101+E(396)^119, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)-E(396)^109, -1*E(396)+E(396)^109, -1*E(396)^35-E(396)^53, -1*E(396)^19+E(396)^25+E(396)^85, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, E(396)^5+E(396)^17-E(396)^83, -1*E(396)^79-E(396)^97, E(396)^13+E(396)^31, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55+E(396)^61-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-E(396)^115, E(396)^5-E(396)^71-E(396)^83, E(396)^35+E(396)^53-E(396)^101-E(396)^119, -1*E(396)^25-E(396)^85+E(396)^91, E(396)^13+E(396)^31-E(396)^79-E(396)^97, -1*E(396)^5-E(396)^17+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)+E(396)^109, -1*E(396)^17-E(396)^71, E(396)^35+E(396)^53, E(396)^19-E(396)^91, E(396)^101+E(396)^119, -1*E(396)^17-E(396)^71, -1*E(396)^5+E(396)^17+2*E(396)^23-E(396)^35-E(396)^41+E(396)^53+E(396)^59-E(396)^77-E(396)^83+E(396)^95+E(396)^101-E(396)^113-E(396)^119, E(396)^23-E(396)^65-E(396)^89, -1*E(396)^23+E(396)^65+E(396)^89, -1*E(396)^13-E(396)^31, -1*E(396)^35-E(396)^53+E(396)^101+E(396)^119, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^7+E(396)^37-E(396)^103, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115, E(396)^47+E(396)^107-E(396)^113, E(396)^43+E(396)^67-E(396)^109, E(396)-E(396)^109, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, E(396)^59-E(396)^95, E(396)-E(396)^43-E(396)^67, E(396)^7-E(396)^37+E(396)^103, E(396)^5-E(396)^17-2*E(396)^23+E(396)^35+E(396)^41-E(396)^53-E(396)^59+E(396)^77+E(396)^83-E(396)^95-E(396)^101+E(396)^113+E(396)^119, E(396)^43+E(396)^67-E(396)^109, -1*E(396)^41+E(396)^113, E(396)-E(396)^43-E(396)^67, -1*E(396)^47-E(396)^107+E(396)^113, -1*E(396)^5+E(396)^71+E(396)^83, -1*E(396)+E(396)^13+E(396)^19-E(396)^31-E(396)^37+2*E(396)^49+E(396)^55-E(396)^73-E(396)^79+E(396)^91+E(396)^97-E(396)^109-2*E(396)^115, -1*E(396)^19+E(396)^91, E(396)^5+E(396)^11-E(396)^23-2*E(396)^29+E(396)^41+E(396)^47-E(396)^59-E(396)^65-E(396)^71+E(396)^83+E(396)^89+E(396)^95-E(396)^101-E(396)^107+E(396)^119, -1*E(396)^5-E(396)^11+E(396)^23+2*E(396)^29-E(396)^41-E(396)^47+E(396)^65+E(396)^71-E(396)^83-E(396)^89+E(396)^101+E(396)^107-E(396)^119, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55-E(396)^61+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+E(396)^115, -1*E(396)^43-E(396)^67+E(396)^109, -1*E(396)^13-E(396)^31, E(396)-E(396)^13-E(396)^19+E(396)^31+E(396)^37-2*E(396)^49-E(396)^55+E(396)^73+E(396)^79-E(396)^91-E(396)^97+E(396)^109+2*E(396)^115]];
ConvertToLibraryCharacterTableNC(chartbl_1584_41);